From 7a1cb7b324c7c5f056fd1b0521249c8c95e9a184 Mon Sep 17 00:00:00 2001 From: rwporritt Date: Fri, 24 Feb 2023 17:27:53 -0700 Subject: [PATCH 01/16] Add files via upload --- .../PyGeoTessExplorerLight_Examples.ipynb | 1302 +++++++ Notebooks/PyPCalc_EX01.ipynb | 166 + Notebooks/PyPCalc_EX02.ipynb | 141 + Notebooks/PyPCalc_EX03.ipynb | 371 ++ Notebooks/PyPCalc_EX04.ipynb | 137 + Notebooks/PyPCalc_EX05.ipynb | 136 + Notebooks/PyPCalc_EX06.ipynb | 127 + Notebooks/PyPCalc_EX07.ipynb | 183 + Notebooks/PyPCalc_EX08.ipynb | 175 + Notebooks/PyPCalc_EX10.ipynb | 190 + python/EMC_NetCDF.py | 199 ++ python/GeoTessBuilder.py | 495 +++ python/PyGeoTessExplorerLight.py | 3084 +++++++++++++++++ python/PyPCalc.py | 914 +++++ python/py_requirements.txt | 4 + python/utilities.py | 1195 +++++++ 16 files changed, 8819 insertions(+) create mode 100644 Notebooks/PyGeoTessExplorerLight_Examples.ipynb create mode 100644 Notebooks/PyPCalc_EX01.ipynb create mode 100644 Notebooks/PyPCalc_EX02.ipynb create mode 100644 Notebooks/PyPCalc_EX03.ipynb create mode 100644 Notebooks/PyPCalc_EX04.ipynb create mode 100644 Notebooks/PyPCalc_EX05.ipynb create mode 100644 Notebooks/PyPCalc_EX06.ipynb create mode 100644 Notebooks/PyPCalc_EX07.ipynb create mode 100644 Notebooks/PyPCalc_EX08.ipynb create mode 100644 Notebooks/PyPCalc_EX10.ipynb create mode 100644 python/EMC_NetCDF.py create mode 100644 python/GeoTessBuilder.py create mode 100644 python/PyGeoTessExplorerLight.py create mode 100644 python/PyPCalc.py create mode 100644 python/py_requirements.txt create mode 100644 python/utilities.py diff --git a/Notebooks/PyGeoTessExplorerLight_Examples.ipynb b/Notebooks/PyGeoTessExplorerLight_Examples.ipynb new file mode 100644 index 0000000..8bf93de --- /dev/null +++ b/Notebooks/PyGeoTessExplorerLight_Examples.ipynb @@ -0,0 +1,1302 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "b8faf6ca", + "metadata": {}, + "source": [ + "## Examples to run PyGeoTessExplorer" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "11e62359", + "metadata": {}, + "outputs": [], + "source": [ + "# Importing our library and setting the jar file link\n", + "import sys\n", + "sys.path.insert(0, \"../../python\")\n", + "\n", + "\n", + "from PyGeoTessExplorerLight import GeoTessExplorer\n", + "jarfile = '../../target/salsa3d-software-1.2022.5-jar-with-dependencies.jar'\n", + "\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "fa16ac6a", + "metadata": {}, + "outputs": [], + "source": [ + "!pwd" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "9c41f3d1", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "# Run help function\n", + "gte = GeoTessExplorer()\n", + "gte.config['jarFile'] = jarfile\n", + "result, data = gte.execute()\n", + "print(result.stdout)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "3c295a94", + "metadata": {}, + "outputs": [], + "source": [ + "# Run help on a function\n", + "gte = GeoTessExplorer()\n", + "gte.config['jarFile'] = jarfile\n", + "gte.config['function'] = 'sliceDistAz'\n", + "gte.config['mode'] = 'help'\n", + "result, data = gte.execute()\n", + "print(result.stdout)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "911d0874", + "metadata": {}, + "outputs": [], + "source": [ + "gte = GeoTessExplorer()\n", + "gte.config['jarFile'] = jarfile\n", + "gte.setFunction(\"version\")\n", + "result, data = gte.execute()\n", + "print(result.stdout)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2d0ff001", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "gte = GeoTessExplorer()\n", + "gte.config['jarFile'] = jarfile\n", + "gte.setFunction(\"toString\")\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "b67debc5", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "gte = GeoTessExplorer()\n", + "gte.config['jarFile'] = jarfile\n", + "gte.setFunction(\"toString\")\n", + "gte.config['modelFile'] = \"../data/AK135.geotess\"\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "38c3729d", + "metadata": {}, + "outputs": [], + "source": [ + "gte = GeoTessExplorer()\n", + "gte.config['jarFile'] = jarfile\n", + "gte.setFunction(\"updateModelDescription\")\n", + "gte.config['modelFile'] = \"../data/AK135.geotess\"\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "94b45b5d", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "gte = GeoTessExplorer()\n", + "gte.config['jarFile'] = jarfile\n", + "gte.setFunction(\"updateModelDescription\")\n", + "gte.config['modelFile'] = \"../data/AK135.geotess\"\n", + "gte.config['newModelFile'] = 'test2.geotess'\n", + "gte.config['updatedDescription'] = \"../data/PREM.geotess\"\n", + "result, data = gte.execute()\n", + "print(result.stdout)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "efff7848", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"statistics\", \n", + " modelFile = '../data/AK135.geotess')\n", + "gte = GeoTessExplorer(config = config)\n", + "result, stats = gte.execute()\n", + "stats" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a9a755a9", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"getClassName\", \n", + " modelFile = '../data/AK135.geotess')\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e5bb44f8", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"equal\", \n", + " modelFile = '../data/AK135.geotess',\n", + " secondModel = 'test2.geotess')\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "print(data)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2aa013ba", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"extractGrid\", \n", + " modelFile = '../data/AK135.geotess',\n", + " gridOutputFile='tmp1.gmt', gridLayTess=0)\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "5e8b0c2b", + "metadata": {}, + "outputs": [], + "source": [ + "print(data)\n", + "!ls -lh tmp1.gmt" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "cecdd3c6", + "metadata": {}, + "outputs": [], + "source": [ + "# Note that this exists as a static method so:\n", + "griddata = GeoTessExplorer.readGridGMT(result.stdout, # This is the string that is printed to standard out \n", + " writeFile = False, # These provide options to write to disk.\n", + " outputFileName = 'GeoTessExtractGrid.gmt')\n", + "print(griddata)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "9c618a61", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"resample\", \n", + " modelFile = '../data/AK135.geotess',\n", + " newGrid = '../data/myfile.gtg',\n", + " newModelFile = 'test2.geotess'\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "80364cf5", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"extractActiveNodes\", \n", + " modelFile = '../data/AK135.geotess',\n", + " attributeIndices = [0, 1, 2],\n", + " reciprocal=True\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "53c90a51", + "metadata": {}, + "outputs": [], + "source": [ + "\n", + "GeoTessExplorer.writeExtractNodes(data, 'ean4.asc', mode='3D')\n", + "!ls -lh ean4.asc\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f0a5449b", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"replaceAttributeValues\",\n", + " modelFile = \"../data/AK135.geotess\",\n", + " newAttributeValuesFile = \"ean4.asc\",\n", + " newModelFile = \"test3.geotess\"\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, d = gte.execute()\n", + "print(result.stdout)\n", + "print(result.stderr)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7d3c4ba4", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"renameLayer\",\n", + " modelFile='../data/AK135.geotess',\n", + " newModelFile=\"test2.geotess\",\n", + " oldLayerName = 8,\n", + " newLayerName = \"SKY\"\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "print(result.stderr)\n", + "\n", + "gte = GeoTessExplorer()\n", + "gte.config['jarFile'] = jarfile\n", + "gte.setFunction(\"toString\")\n", + "gte.config['modelFile'] = \"test2.geotess\"\n", + "result, data = gte.execute()\n", + "print(result.stdout)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1af6ab9e", + "metadata": {}, + "outputs": [], + "source": [ + "\n", + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"reformat\",\n", + " modelFile='../data/AK135.geotess',\n", + " newModelFile=\"test2.geotess\"\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e8f896b1", + "metadata": {}, + "outputs": [], + "source": [ + "\n", + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"getValues\",\n", + " modelFile='../data/AK135.geotess',\n", + " pointLongitude = 123.0,\n", + " pointLatitude = 12.0,\n", + " pointDepth = 100, layerID = 4, attributeIndices = [0, 1, 2]\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "print(data)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a96c5125", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "\n", + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"interpolatePoint\",\n", + " modelFile='../data/AK135.geotess',\n", + " pointLongitude = 123.0,\n", + " pointLatitude = 12.0,\n", + " pointDepth = 100, layerID = 4, attributeIndices = [0, 1, 2]\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "print(data)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "9abfc3ba", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "\n", + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"getValuesFile\",\n", + " modelFile='../data/AK135.geotess',\n", + " inputPointsFile = '../data/tmp.points',\n", + " attributeIndices = [0, 1, 2]\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "print(data)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "26d64db0", + "metadata": {}, + "outputs": [], + "source": [ + "\n", + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"borehole\",\n", + " modelFile='../data/AK135.geotess',\n", + " pointLatitude = 12.0,\n", + " pointLongitude = 123.0,\n", + " maximumRadialSpacing=20,\n", + " deepestLayerID=0, shallowestLayerID=8,\n", + " attributeIndices = [0, 1, 2]\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "80e11c1b", + "metadata": {}, + "outputs": [], + "source": [ + "plt.figure(figsize=(4,8))\n", + "plt.plot(1/data[:,1], 6371-data[:,0])\n", + "plt.gca().invert_yaxis()\n", + "plt.xlabel(\"Vp [km/s]\")\n", + "plt.ylabel(\"depth [km]\")\n", + "plt.grid()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "0cbf8805", + "metadata": {}, + "outputs": [], + "source": [ + "\n", + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"profile\",\n", + " modelFile='../data/AK135.geotess',\n", + " pointLatitude = 12,\n", + " pointLongitude = 123,\n", + " deepestLayerID = 0, shallowestLayerID = 8, attributeIndices=[0, 1, 2]\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "#print(result.stdout)\n", + "#print(data)\n", + "\n", + "plt.figure(figsize=(4,8))\n", + "plt.plot(1/data[:,1], 6371-data[:,0])\n", + "plt.gca().invert_yaxis()\n", + "plt.xlabel(\"Vp [km/s]\")\n", + "plt.ylabel(\"depth [km]\")\n", + "plt.grid()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "91f98746", + "metadata": {}, + "outputs": [], + "source": [ + "\n", + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"findClosestPoint\",\n", + " modelFile='../data/AK135.geotess',\n", + " pointLatitude = 12,\n", + " pointLongitude = 123,\n", + " pointDepth = 100,\n", + " layerID = 4,\n", + " mode=\"execute\"\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "print(data)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a3901858", + "metadata": {}, + "outputs": [], + "source": [ + "\n", + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"slice\",\n", + " modelFile='../data/AK135.geotess',\n", + " beginLatitude = 12,\n", + " endLatitude = 22,\n", + " beginLongitude = 123,\n", + " endLongitude = 133,\n", + " nPointsSlice=100, maximumRadialSpacing=10,\n", + " deepestLayerID=2, shallowestLayerID=4,\n", + " outputSpatialCoords = [\"distance\", \"depth\"],\n", + " attributeIndices = [0]\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "print(data)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2d0740c1", + "metadata": {}, + "outputs": [], + "source": [ + "plt.figure(figsize=(15,5))\n", + "plt.scatter(data[:,0], data[:,1], c=data[:,2], cmap=\"RdBu\",s=30)\n", + "plt.colorbar()\n", + "plt.gca().invert_yaxis()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "50acf507", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"sliceDistAz\",\n", + " modelFile='../data/AK135.geotess',\n", + " beginLatitude = 25,\n", + " beginLongitude = -130,\n", + " degDistanceToLastPoint=70.0,\n", + " azimuthToLastPoint=90, nPointsSlice=100, maximumRadialSpacing=25,\n", + " deepestLayerID=2, shallowestLayerID=8, outputSpatialCoords=[\"distance\", \"depth\"],\n", + " attributeIndices=[0, 1, 2]\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "print(data)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "df3969b0", + "metadata": {}, + "outputs": [], + "source": [ + "plt.figure(figsize=(15,5))\n", + "plt.scatter(data[:,0], data[:,1], c=1/data[:,3], cmap=\"RdBu\",s=30)\n", + "plt.colorbar()\n", + "plt.gca().invert_yaxis()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "49a365e3", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"mapValuesDepth\",\n", + " modelFile='../data/AK135.geotess',\n", + " beginLatitude = -90,\n", + " beginLongitude = -180,\n", + " endLatitude = 90,\n", + " endLongitude = 180,\n", + " layerID = 4,\n", + " attributeIndices=[0, 1, 2],\n", + " pointDepth=100, mapSpatialSamplingMode='number',\n", + " nLongitudeMap = 100, nLatitudeMap = 100, mode='execute'\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "print(data)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "87301ad0", + "metadata": {}, + "outputs": [], + "source": [ + "plt.figure(figsize=(15,5))\n", + "plt.scatter(data[:,1], data[:,0], c=1/data[:,3], cmap=\"RdBu\",s=30)\n", + "plt.colorbar()\n", + "plt.show()\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "777be791", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"mapValuesLayer\",\n", + " modelFile='../data/AK135.geotess',\n", + " beginLatitude = -90,\n", + " beginLongitude = -180,\n", + " endLatitude = 90,\n", + " endLongitude = 180,\n", + " layerID = 4,\n", + " attributeIndices=[0, 1, 2],\n", + " fractionalRadius= 0.5, mapSpatialSamplingMode='number',\n", + " nLongitudeMap = 100, nLatitudeMap = 100, mode='execute'\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "print(data)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "cc58ef25", + "metadata": {}, + "outputs": [], + "source": [ + "plt.figure(figsize=(15,5))\n", + "plt.scatter(data[:,1], data[:,0], c=1/data[:,3], cmap=\"RdBu\",s=30)\n", + "plt.colorbar()\n", + "plt.show()\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "9a2beb2e", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"mapLayerBoundary\",\n", + " modelFile='../data/AK135.geotess',\n", + " beginLatitude = -90,\n", + " beginLongitude = -180,\n", + " endLatitude = 90,\n", + " endLongitude = 180,\n", + " layerID = 5,\n", + " attributeIndices=[0, 1, 2],\n", + " fractionalRadius= 0.5, mapSpatialSamplingMode='number',\n", + " nLongitudeMap = 100, nLatitudeMap = 100, mode='execute'\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "print(data)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "15c8b294", + "metadata": {}, + "outputs": [], + "source": [ + "plt.figure(figsize=(15,5))\n", + "plt.scatter(data[:,1], data[:,0], c=data[:,2], cmap=\"RdBu\",s=30)\n", + "plt.colorbar()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "3dff8c84", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"mapLayerThickness\",\n", + " modelFile='../data/AK135.geotess',\n", + " beginLatitude = -90,\n", + " beginLongitude = -180,\n", + " endLatitude = 90,\n", + " endLongitude = 180,\n", + " deepestLayerID=4, shallowestLayerID = 8 \n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "#print(result.stdout)\n", + "#print(data)\n", + "\n", + "plt.figure(figsize=(15,5))\n", + "plt.scatter(data[:,1], data[:,0], c=data[:,2], cmap=\"RdBu\",s=30)\n", + "plt.colorbar(label=\"Thickness\")\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "53048a2f", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"values3DBlock\",\n", + " modelFile='../data/AK135.geotess',\n", + " beginLatitude = -90,\n", + " beginLongitude = -180,\n", + " endLatitude = 90,\n", + " endLongitude = 180,\n", + " mapSpatialSamplingMode='spacing', attributeIndices=[0, 1,2],\n", + " deepestLayerID=2, shallowestLayerID=5, verticalOutputMode='depth',\n", + " maximumRadialSpacing=25, spacingLatitudeMap=1.0, spacingLongitudeMap=1.0\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "print(data)\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "450a548c", + "metadata": {}, + "outputs": [], + "source": [ + "print(data.shape)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7a026e5c", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"function\",\n", + " modelFile='../data/AK135.geotess',\n", + " attributeIndex0=0,\n", + " secondModel=\"../data/IASP91.geotess\",\n", + " attributeIndex1=0,\n", + " geometryModel = '../data/AK135.geotess',\n", + " newModelFile = 'diff_iasp_ak.geotess',\n", + " mode=\"execute\",\n", + " functionIndex = 2, newAttributeName=\"P_Perturbation\", newAttributeUnits=\"percent\"\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "5c6c970b", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"sliceDistAz\",\n", + " modelFile='diff_iasp_ak.geotess',\n", + " beginLatitude = 25,\n", + " beginLongitude = -130,\n", + " degDistanceToLastPoint=70.0,\n", + " azimuthToLastPoint=90, nPointsSlice=100, maximumRadialSpacing=25,\n", + " deepestLayerID=2, shallowestLayerID=8, outputSpatialCoords=[\"distance\", \"depth\"],\n", + " attributeIndices=[0, 1, 2]\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "#print(result.stdout)\n", + "#print(data)\n", + "plt.figure(figsize=(15,5))\n", + "plt.scatter(data[:,0], data[:,1], c=data[:,3], vmin=-5, vmax=5, cmap=\"RdBu\",s=10)\n", + "plt.colorbar()\n", + "plt.ylim(0, 1000)\n", + "plt.gca().invert_yaxis()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7f867a45", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"vtkLayers\",\n", + " modelFile='diff_iasp_ak.geotess',\n", + " outputFileNameStub = \"test_vtk_%d.vtk\",\n", + " layerIndices = [4, 5, 6, 7],\n", + " attributeIndices = [0, 1, 2])\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "print(data) " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "33dfef46", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"vtkDepths\",\n", + " modelFile='diff_iasp_ak.geotess',\n", + " vtkOutputFileName = \"test_vtk_depth.vtk\",\n", + " layerID = 4, firstDepth=200, lastDepth=200, depthSpacing=25,\n", + " attributeIndices = [0, 1, 2])\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "print(data) " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7d0d1b79", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"vtkDepths2\",\n", + " modelFile='diff_iasp_ak.geotess',\n", + " vtkOutputFileName = \"test_vtk_depth.vtk\",\n", + " layerID = 4, depths = [200, 175, 150, 125, 100],\n", + " attributeIndices = [0, 1, 2])\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "print(data) " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1f3d7d1a", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"vtkLayerThickness\",\n", + " modelFile='diff_iasp_ak.geotess',\n", + " vtkOutputFileName = \"test_vtk_depth.vtk\",\n", + " deepestLayerID = 4, shallowestLayerID=8)\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "print(data) " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "19ea4764", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"vtkLayerBoundary\",\n", + " modelFile='diff_iasp_ak.geotess',\n", + " vtkOutputFileName = \"test_vtk_depth.vtk\",\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "print(data) " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a333b74b", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"vtkSlice\",\n", + " modelFile='diff_iasp_ak.geotess',\n", + " vtkOutputFileName = \"test_vtk_slice.vtk\",\n", + " beginLatitude = 12,\n", + " endLatitude = 22,\n", + " beginLongitude = 123,\n", + " endLongitude = 133,\n", + " nPointsSlice=100, maximumRadialSpacing=10,\n", + " deepestLayerID=2, shallowestLayerID=4,\n", + " attributeIndices = [0,1,2]\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "print(data) " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2bbe557a", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"vtkSolid\",\n", + " modelFile='diff_iasp_ak.geotess',\n", + " vtkOutputFileName = \"test_vtk_solid.vtk\",\n", + " maximumRadialSpacing=50,\n", + " deepestLayerID=2, shallowestLayerID=4,\n", + " attributeIndices = [0,1,2]\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "print(data) " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "27356059", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"vtk3DBlock\",\n", + " modelFile='diff_iasp_ak.geotess',\n", + " vtkOutputFileName = \"test_vtk_3Dblock.vtk\",\n", + " beginLatitude = -90,\n", + " beginLongitude = -180,\n", + " endLatitude = 90,\n", + " endLongitude = 180,\n", + " mapSpatialSamplingMode='spacing', attributeIndices=[0, 1, 2],\n", + " deepestLayerID=2, shallowestLayerID=5, verticalOutputMode='depth',\n", + " maximumRadialSpacing=25, spacingLatitudeMap=1.0, spacingLongitudeMap=1.0\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "print(data) " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "761befdc", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"vtkPoints\",\n", + " inputPointsFile = '../data/tmp.points',\n", + " vtkOutputFileName = 'tmp.vtk'\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "print(data) " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "06915fe8", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"vtkRobinson\",\n", + " modelFile=\"diff_iasp_ak.geotess\",\n", + " centerLongitude=25.0, pointDepth=100.0, attributeIndices=[0],\n", + " layerID = 4, vtkOutputFileName = 'tmp.vtk'\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "print(data) " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "ec146c97", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"vtkRobinsonLayers\",\n", + " modelFile=\"diff_iasp_ak.geotess\",\n", + " outputFileNameStub = 'vtk_tmp_%d.vtk',\n", + " centerLongitude=25.0, layerIndices=[4,5,6], attributeIndices=[0]\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "print(data) " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "30db2ca8", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"vtkLayerAverage\",\n", + " modelFile='diff_iasp_ak.geotess',\n", + " vtkOutputFileName = 'tmp.vtk',\n", + " layerID = 6, attributeIndices=[0])\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "print(data) " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a682fb47", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"getLatitudes\",\n", + " beginLatitude=32, endLatitude=42, \n", + " mapSpatialSamplingMode = 'number',\n", + " nLatitudeMap = 100)\n", + "gte = GeoTessExplorer(config = config)\n", + "result, latitudes = gte.execute()\n", + "print(result.stdout)\n", + "print(latitudes.shape)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "95f3db8f", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"getLongitudes\",\n", + " beginLongitude=123, endLongitude=153, \n", + " mapSpatialSamplingMode = 'number',\n", + " nLongitudeMap = 100)\n", + "gte = GeoTessExplorer(config = config)\n", + "result, longitudes = gte.execute()\n", + "print(result.stdout)\n", + "print(longitudes.shape)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e0c3ee73", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"getDistanceDegrees\",\n", + " beginLongitude=123, endLongitude=153,\n", + " beginLatitude=24, endLatitude = 32,\n", + " nPointsSlice = 100)\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "print(data.shape)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "9b84fbda", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CompletedProcess(args=['java', '-cp', '../../target/salsa3d-software-1.2022.5-jar-with-dependencies.jar', 'gov.sandia.geotess.GeoTessExplorer', 'translatePolygon', '../data/southern_california.kmz', 'fileout.vtk'], returncode=0, stdout='', stderr='')\n", + "-rw-r--r-- 1 rwporri SANDIA\\Domain Users 402B Feb 24 14:44 fileout.vtk\r\n" + ] + } + ], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"translatePolygon\",\n", + " inputPolygon=\"../data/southern_california.kmz\", \n", + " outputPolygon=\"fileout.vtk\")\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result)\n", + "!ls -lh fileout.vtk" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "39808a59", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Error, unable to run GeoTessExplorer.\n", + "Run failed. See stderr\n" + ] + }, + { + "data": { + "text/plain": [ + "-1" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "## The following examples require GeoTess models with site terms (ie SALSA3D)\n", + "\n", + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"extractSiteTerms\", \n", + " modelFile=\"../data/SALSA3D_v2_PS.geotess\")\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "data" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "ac3de46c", + "metadata": {}, + "outputs": [], + "source": [ + "data['TT_SITE_CORRECTION_P SECONDS'][0] = 42\n", + "GeoTessExplorer.writeSiteTermsDFtoFile(data, 'tmp.txt')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "b5b90844", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"replaceSiteTerms\", \n", + " modelFile=\"../data/SALSA3D_v2_PS.geotess\",\n", + " newSiteTermFile = 'tmp.txt',\n", + " newModelFile='test.geotess')\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "data" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e4886c94", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"extractSiteTerms\", \n", + " modelFile=\"test.geotess\")\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "#print(result.stdout)\n", + "data" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "6b803a49", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"extractPathDependentUncertaintyRSTT\", \n", + " modelFile=\"../data/pdu202009Du.geotess\",\n", + " RSTT_FileNameStub = \"\"\"tmp_.dat\"\"\",\n", + " RSTT_OutputType = 'geotess'\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "data\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d119202a", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"replacePathDependentUncertaintyRSTT\", \n", + " modelFile=\"../data/pdu202009Du.geotess\",\n", + " RSTT_FileNameStub = \"\"\"tmp_.dat\"\"\",\n", + " newModelFile=\"test_rstt.geotess\")\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "data\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f404687f", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.4" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Notebooks/PyPCalc_EX01.ipynb b/Notebooks/PyPCalc_EX01.ipynb new file mode 100644 index 0000000..1353924 --- /dev/null +++ b/Notebooks/PyPCalc_EX01.ipynb @@ -0,0 +1,166 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "7da98c8c", + "metadata": {}, + "source": [ + "## Example 01" + ] + }, + { + "cell_type": "markdown", + "id": "485d2c22", + "metadata": {}, + "source": [ + "This notebook is designed to replicate example 1 from the PCalc user's manual" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "cba5c210", + "metadata": {}, + "outputs": [], + "source": [ + "import sys\n", + "sys.path.insert(0, \"../../python\")\n", + "\n", + "\n", + "jarfile = '../../target/salsa3d-software-1.2022.5-jar-with-dependencies.jar'\n", + "\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "\n", + "from PyPCalc import PCalc\n", + "PCalc.print_example01_info()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d96db269", + "metadata": { + "scrolled": false + }, + "outputs": [], + "source": [ + "# PCalc objects are best initialized after setting your desired configuration and properties.\n", + "# configuration refers to how the python wrapper class interacts with the base pcalc jar file\n", + "# properties define the pcalc propeties that are used when the jar is executed\n", + "\n", + "config = PCalc.initialize_configuration(captureOutput=True, use_slbm=False, \n", + " returnObject='points',\n", + " jarFile = jarfile)\n", + "\n", + "props = PCalc.initialize_properties(\n", + " application = 'model_query',\n", + " workDir = '.',\n", + " geotessModel=\"../data/AK135.geotess\",\n", + " inputType = 'file',\n", + " inputFile = \"../data/example_coords.xyz\",\n", + " inputAttributes = 'latitude longitude depth',\n", + " batchSize = 10,\n", + " outputFile = \"/pcalc_query_file_output.dat\",\n", + " logFile = \"/pcalc_log.txt\",\n", + " terminalOutput = True,\n", + " separator = 'space',\n", + " outputAttributes = 'pslowness')\n", + "\n", + "# Creates the PCalc object using the define properties and configuration dictionaries.\n", + "calc = PCalc(config = config, properties = props)\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "c7b81a21", + "metadata": {}, + "outputs": [], + "source": [ + "# Set properties and configuration aspects can be viewed:\n", + "print(\"PCalc properties:\")\n", + "calc.viewSetProperties()\n", + "print(\"++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++\")\n", + "print(\"PyPCalc Configuration:\")\n", + "calc.viewSetConfiguration()\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "0ff14c62", + "metadata": {}, + "outputs": [], + "source": [ + "# In order to actually run pcalc, first write the properties file and then execute\n", + "calc.writePropertiesFile()\n", + "r, data = calc.execute()\n", + "# The execute method calls the PCalc jar file and returns the terminal output as the first value (r)\n", + "# and the data file that is generated as output is read in to Python as the second value (data)\n", + "\n", + "print(r.stdout)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1ab4f0ff", + "metadata": {}, + "outputs": [], + "source": [ + "# For this case, we've set the 'returnObject' in the configuration to points\n", + "# This creates a list of values from the class PointMeasurement that just contains the data contained \n", + "# the output file. Alternatives include 'dataFrame' to get the raw pandas dataFrame object\n", + "# or 'array' to get a numpy array\n", + "#data[0].toString()\n", + "data" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "0a0f88ce", + "metadata": {}, + "outputs": [], + "source": [ + "# If you want to create your own input file rather than the included ../data/example_coords.xyz, you can use the write \n", + "# method of the PointMeasurement object as:\n", + "fp = open(\"tmp.dat\", \"w\")\n", + "for pt in data:\n", + " pt.write(fp, mode='longitude latitude depth', separator = 'tab')\n", + "fp.close()\n", + "!head tmp.dat" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "6ec04f1a", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.4" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Notebooks/PyPCalc_EX02.ipynb b/Notebooks/PyPCalc_EX02.ipynb new file mode 100644 index 0000000..02fbaf2 --- /dev/null +++ b/Notebooks/PyPCalc_EX02.ipynb @@ -0,0 +1,141 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "c60ce11d", + "metadata": {}, + "outputs": [], + "source": [ + "import sys\n", + "sys.path.insert(0, \"../../python\")\n", + "\n", + "\n", + "jarfile = '../../target/salsa3d-software-1.2022.5-jar-with-dependencies.jar'\n", + "\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "\n", + "from PyPCalc import PCalc\n", + "PCalc.print_example02_info()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f081092b", + "metadata": {}, + "outputs": [], + "source": [ + "config = PCalc.initialize_configuration(captureOutput=True, use_slbm=False, returnObject='dataFrame',\n", + " jarFile = jarfile)\n", + "\n", + "props = PCalc.initialize_properties(\n", + " application = 'model_query',\n", + " workDir = '.',\n", + " geotessModel=\"../data/AK135.geotess\",\n", + " inputType = 'greatcircle',\n", + " gcStart = \"0 0\",\n", + " gcDistance = 180,\n", + " gcAzimuth = 0,\n", + " gcSpacing = 10,\n", + " gcPositionParameters = 'x, y, distance, depth',\n", + " depthSpecificationMethod = 'maxDepthSpacing',\n", + " maxDepthSpacing = 100,\n", + " maxDepth = 'top of m660',\n", + " outputFile = \"/pcalc_query_greatcircle_output.dat\",\n", + " logFile = \"/pcalc_log.txt\",\n", + " terminalOutput = True,\n", + " outputHeader = True,\n", + " separator = 'tab',\n", + " outputAttributes = 'pslowness')\n", + "\n", + "calc = PCalc(config = config, properties = props)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "ff120d98", + "metadata": {}, + "outputs": [], + "source": [ + "# Set properties and configuration aspects can be viewed:\n", + "print(\"PCalc properties:\")\n", + "calc.viewSetProperties()\n", + "print(\"++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++\")\n", + "print(\"PyPCalc Configuration:\")\n", + "calc.viewSetConfiguration()\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "64db4ce4", + "metadata": {}, + "outputs": [], + "source": [ + "# In order to actually run pcalc, first write the properties file and then execute\n", + "calc.writePropertiesFile()\n", + "r, data = calc.execute()\n", + "# The execute method calls the PCalc jar file and returns the terminal output as the first value (r)\n", + "# and the data file that is generated as output is read in to Python as the second value (data)\n", + "\n", + "print(r.stdout)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "0a4f5417", + "metadata": {}, + "outputs": [], + "source": [ + "# This time, the configuration set the returnObject to dataFrame.\n", + "# This is a structure from the Pandas library that organizes tables nicely\n", + "data" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "86657193", + "metadata": {}, + "outputs": [], + "source": [ + "data.boxplot()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "4c5957a5", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.4" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Notebooks/PyPCalc_EX03.ipynb b/Notebooks/PyPCalc_EX03.ipynb new file mode 100644 index 0000000..611689c --- /dev/null +++ b/Notebooks/PyPCalc_EX03.ipynb @@ -0,0 +1,371 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 2, + "id": "87981171", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Example 3 showcases the output grid functionality\n", + "Key properties include:\n", + "inputType = 'grid'\n", + "gridRangeLat = '15 45 16' # sets min, max, and N latitudes\n", + "gridRangeLon = '70 110 21' # sets min, max and N longitudes\n", + "depthSpecificationMethod = 'depths' # see ex2 or the manual for more on depth specification\n", + "depths = '100.0, 200.0' # Set of depths to compute the grids in lat/lon for\n", + "\n" + ] + } + ], + "source": [ + "import sys\n", + "sys.path.insert(0, \"../../python\")\n", + "\n", + "jarfile = \"../../target/salsa3d-software-1.2022.5-jar-with-dependencies.jar\"\n", + "\n", + "from PyPCalc import PCalc\n", + "PCalc.print_example03_info()" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "f73e1cbb", + "metadata": {}, + "outputs": [], + "source": [ + "config = PCalc.initialize_configuration(captureOutput=True, use_slbm=False, returnObject='array',\n", + " jarFile = jarfile)\n", + "\n", + "props = PCalc.initialize_properties(\n", + " application = 'model_query',\n", + " workDir = '.',\n", + " geotessModel=\"../data/AK135.geotess\",\n", + " inputType = 'grid',\n", + " gridRangeLat = \"15 45 16\",\n", + " gridRangeLon = \"70 110 21\",\n", + " depthSpecificationMethod = 'depths',\n", + " depths = \"100.0, 200.0\",\n", + " outputType = 'file',\n", + " outputFile = \"/pcalc_query_grid_output.dat\",\n", + " logFile = \"/pcalc_log.txt\",\n", + " terminalOutput = True,\n", + " outputHeader = True,\n", + " outputFormat = \"%1.4f\",\n", + " separator = 'tab',\n", + " outputAttributes = 'pslowness')\n", + "\n", + "calc = PCalc(config = config, properties = props)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "75b2bc76", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "PCalc properties:\n", + "application = model_query\n", + "workDir = .\n", + "geotessModel = ../data/AK135.geotess\n", + "inputType = grid\n", + "batchSize = 1\n", + "outputFile = /pcalc_query_grid_output.dat\n", + "logFile = /pcalc_log.txt\n", + "terminalOutput = True\n", + "separator = tab\n", + "outputAttributes = pslowness\n", + "outputHeader = True\n", + "depthSpecificationMethod = depths\n", + "gridRangeLat = 15 45 16\n", + "gridRangeLon = 70 110 21\n", + "depths = 100.0, 200.0\n", + "outputFormat = %1.4f\n", + "outputType = file\n", + "++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++\n", + "PyPCalc Configuration:\n", + "jarFile = ../../target/salsa3d-software-1.2022.5-jar-with-dependencies.jar\n", + "propertiesFile = PCalc.properties\n", + "captureOutput = True\n", + "propertyFileWritten = False\n", + "slbm_libdir = None\n", + "use_slbm = False\n", + "use_oracle = False\n", + "ojdbc_jar = None\n", + "returnObject = array\n", + "executionMode = Salsa3DSoftware\n", + "wallet = None\n", + "memoryString = -Xmx256g\n" + ] + } + ], + "source": [ + "# Set properties and configuration aspects can be viewed:\n", + "print(\"PCalc properties:\")\n", + "calc.viewSetProperties()\n", + "print(\"++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++\")\n", + "print(\"PyPCalc Configuration:\")\n", + "calc.viewSetConfiguration()\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "1ad81084", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "PCalc.1.2022.5.1 running on s1067322 started 2023-02-24 14:23:54 -0700\n", + "\n", + "PCalc.1.2022.5.1 running on s1067322 started 2023-02-24 14:23:54 -0700\n", + "\n", + "Properties:\n", + "terminalOutput = True\n", + "depthSpecificationMethod = depths\n", + "propertyFile = /Users/rwporri/src/Salsa3DSoftware_Py/Salsa3DSoftware-master/Examples/Notebooks/PCalc.properties\n", + "geotessModel = ../data/AK135.geotess\n", + "outputType = file\n", + "gridRangeLon = 70 110 21\n", + "separator = tab\n", + "gridRangeLat = 15 45 16\n", + "outputFile = /pcalc_query_grid_output.dat\n", + "outputAttributes = pslowness\n", + "application = model_query\n", + "outputHeader = True\n", + "logFile = /pcalc_log.txt\n", + "depths = 100.0, 200.0\n", + "inputType = grid\n", + "workDir = .\n", + "batchSize = 1\n", + "outputFormat = %1.4f\n", + "\n", + "Application = queryModel\n", + "\n", + "Reading GeoModel /Users/rwporri/src/Salsa3DSoftware_Py/Salsa3DSoftware-master/Examples/data/AK135.geotess\n", + "Reading geotessModel took 3.319098 seconds\n", + "********************************************************************************\n", + "GeoTessModel.1.2022.5.1\n", + "OS: MacOSX\n", + "Input Model File : /Users/rwporri/src/Salsa3DSoftware_Py/Salsa3DSoftware-master/Examples/Notebooks/../data/AK135.geotess\n", + "generated by GeoTessCPPExamples.PopulateModel3D 1.0.0, 2022-03-07 15:53:34.620508\n", + "modelFileFormat : 3\n", + "Model load time : 3.301 seconds\n", + "Grid loaded from file *\n", + "Model Description:\n", + "\n", + "AK135 slowness model\n", + "\n", + "\n", + "\n", + "EarthShape: SPHERE\n", + "DataType: FLOAT\n", + "\n", + "Attributes:\n", + " 0: PSLOWNESS (sec/km)\n", + " 1: SSLOWNESS (sec/km)\n", + " 2: rho (g/cc)\n", + "\n", + "Layers:\n", + " Index TessId Name\n", + " 8 0 SURFACE\n", + " 7 0 UPPER_CRUST\n", + " 6 0 MIDDLE_CRUST\n", + " 5 0 LOWER_CRUST\n", + " 4 0 MOHO\n", + " 3 0 M410\n", + " 2 0 M660\n", + " 1 0 CMB\n", + " 0 0 ICB\n", + "\n", + "eulerRotationAngles: null\n", + "\n", + "Layer connected active number active profile profile profile profile profile profile\n", + "Index vertices vertices of points points npoints constant thin empty surface surface_empty\n", + "----- -------- --------- --------- --------- --------- --------- --------- --------- --------- -------------\n", + " 8 40962 40962 81924 81924 40962 0 0 0 0 0\n", + " 7 40962 40962 163848 163848 40962 0 0 0 0 0\n", + " 6 40962 40962 122886 122886 40962 0 0 0 0 0\n", + " 5 40962 40962 81924 81924 40962 0 0 0 0 0\n", + " 4 40962 40962 409620 409620 40962 0 0 0 0 0\n", + " 3 40962 40962 245772 245772 40962 0 0 0 0 0\n", + " 2 40962 40962 1884252 1884252 40962 0 0 0 0 0\n", + " 1 40962 40962 1966176 1966176 40962 0 0 0 0 0\n", + " 0 40962 40962 1024050 1024050 40962 0 0 0 0 0\n", + "----- -------- --------- --------- --------- --------- --------- --------- --------- --------- -------------\n", + "Total 40962 368658 5980452 5980452 368658 0 0 0 0 0\n", + "\n", + "GeoTessGrid:\n", + "gridID = 5163B56630A3A3B9FE834CA98D979722\n", + "\n", + "nTessellations = 1\n", + "nLevels = 7\n", + "nVertices = 40962\n", + "nTriangles = 109220\n", + "\n", + " Tess Level LevelID EdgeLength NVertices NTriangles First Last+1\n", + " 0 0 0 64.0000 12 20 0 20\n", + " 0 1 1 32.0000 42 80 20 100\n", + " 0 2 2 16.0000 162 320 100 420\n", + " 0 3 3 8.0000 642 1280 420 1700\n", + " 0 4 4 4.0000 2562 5120 1700 6820\n", + " 0 5 5 2.0000 10242 20480 6820 27300\n", + " 0 6 6 1.0000 40962 81920 27300 109220\n", + "\n", + "********************************************************************************\n", + "\n", + "Sending output to /Users/rwporri/src/Salsa3DSoftware_Py/Salsa3DSoftware-master/Examples/Notebooks/pcalc_query_grid_output.dat\n", + "PCalc processed 336 points x 2 depths = 672 queries in 0.014 sec\n", + "\n", + "Properties that actually got requested and returned:\n", + "application = model_query\n", + "applicationName = PCalc\n", + "depthFast = true\n", + "depthSpecificationMethod = depths\n", + "depths = 100.0, 200.0\n", + "earthShape = WGS84\n", + "geotessModel = ../data/AK135.geotess\n", + "gridPositionParameters = longitude latitude depth\n", + "gridRangeLat = 15 45 16\n", + "gridRangeLon = 70 110 21\n", + "inputHeaderRow = false\n", + "inputType = grid\n", + "logFile = /pcalc_log.txt\n", + "logFile = ./pcalc_log.txt\n", + "outputAttributes = pslowness\n", + "outputFile = /pcalc_query_grid_output.dat\n", + "outputFormat = %1.4f\n", + "outputHeader = True\n", + "outputType = file\n", + "overwriteExistingOutputFile = true\n", + "parallelMode = concurrent\n", + "propertyFile = /Users/rwporri/src/Salsa3DSoftware_Py/Salsa3DSoftware-master/Examples/Notebooks/PCalc.properties\n", + "separator = tab\n", + "terminalOutput = True\n", + "yFast = true\n", + "\n", + "Processing complete 2023-02-24 14:23:58 -0700. Elapsed time 4.098000 seconds\n", + "Shutting down executor service\n", + "Closing parallel broker.\n", + "\n" + ] + } + ], + "source": [ + "# In order to actually run pcalc, first write the properties file and then execute\n", + "calc.writePropertiesFile()\n", + "r, data = calc.execute()\n", + "# The execute method calls the PCalc jar file and returns the terminal output as the first value (r)\n", + "# and the data file that is generated as output is read in to Python as the second value (data)\n", + "\n", + "print(r.stdout)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "05da47f2", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[7.000e+01, 1.500e+01, 1.000e+02, 1.243e-01],\n", + " [7.000e+01, 1.500e+01, 2.000e+02, 1.209e-01],\n", + " [7.200e+01, 1.500e+01, 1.000e+02, 1.243e-01],\n", + " ...,\n", + " [1.080e+02, 4.500e+01, 2.000e+02, 1.209e-01],\n", + " [1.100e+02, 4.500e+01, 1.000e+02, 1.243e-01],\n", + " [1.100e+02, 4.500e+01, 2.000e+02, 1.209e-01]])" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# This case we output an array. It's a little less nicely organized, but it is easy to send to other tools\n", + "# like matplotlib\n", + "data" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "29037843", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "\n", + "# initialize the figure\n", + "plt.figure(figsize=(15,7))\n", + "\n", + "# Just gets the 100 km depth slice\n", + "idx = np.where(data[:,2] == 100)\n", + "\n", + "# Uses scatter to plot. Note that this looks a little weird because it's a postage stamp on the earth\n", + "# and this doesn't have any geographic references\n", + "plt.scatter(data[idx,0], data[idx,1], c=1.0/data[idx,3], cmap='seismic_r', s=200)\n", + "plt.colorbar(label='P wavespeed')\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "89de1d0c", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.4" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Notebooks/PyPCalc_EX04.ipynb b/Notebooks/PyPCalc_EX04.ipynb new file mode 100644 index 0000000..841abe2 --- /dev/null +++ b/Notebooks/PyPCalc_EX04.ipynb @@ -0,0 +1,137 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "8a3e27f1", + "metadata": {}, + "outputs": [], + "source": [ + "import sys\n", + "sys.path.insert(0,\"../../python\")\n", + "\n", + "jarfile = \"../../target/salsa3d-software-1.2022.5-jar-with-dependencies.jar\"\n", + "\n", + "from PyPCalc import PCalc\n", + "PCalc.print_example04_info()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "4b517f0b", + "metadata": {}, + "outputs": [], + "source": [ + "config = PCalc.initialize_configuration(captureOutput=True, use_slbm=False, \n", + " returnObject='points', jarFile = jarfile)\n", + "\n", + "props = PCalc.initialize_properties(\n", + " maxProcessors = 4,\n", + " application = 'predictions',\n", + " workDir = '.',\n", + " predictors = 'bender',\n", + " benderModel = \"../data/AK135.geotess\",\n", + " inputType = 'file',\n", + " inputFile = '../data/example_coords.xyz',\n", + " batchSize = 10,\n", + " inputAttributes = 'origin_lat, origin_lon, origin_depth',\n", + " phase = 'P',\n", + " site = '37, 139, 0.6',\n", + " sta = \"SYNTH\",\n", + " jdate = '2011001',\n", + " outputType = 'file',\n", + " outputFile = \"/pcalc_predictions_file_output.dat\",\n", + " logFile = \"/pcalc_log.txt\",\n", + " terminalOutput = True,\n", + " outputHeader = True,\n", + " outputFormat = \"%8.4f\",\n", + " separator = 'space',\n", + " outputAttributes = 'travel_time')\n", + "\n", + "# Creates the main pcalc object\n", + "calc = PCalc(config = config, properties = props)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "3ebbf181", + "metadata": {}, + "outputs": [], + "source": [ + "# Set properties and configuration aspects can be viewed:\n", + "print(\"PCalc properties:\")\n", + "calc.viewSetProperties()\n", + "print(\"++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++\")\n", + "print(\"PyPCalc Configuration:\")\n", + "calc.viewSetConfiguration()\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "91948602", + "metadata": {}, + "outputs": [], + "source": [ + "# In order to actually run pcalc, first write the properties file and then execute\n", + "calc.writePropertiesFile()\n", + "r, data = calc.execute()\n", + "# The execute method calls the PCalc jar file and returns the terminal output as the first value (r)\n", + "# and the data file that is generated as output is read in to Python as the second value (data)\n", + "\n", + "print(r.stdout)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1648c45c", + "metadata": {}, + "outputs": [], + "source": [ + "print(data[:5])" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "00137c9d", + "metadata": {}, + "outputs": [], + "source": [ + "print(data[0].latitude, data[0].longitude, data[0].radius, data[0].attributes[0])" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f7644e67", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.4" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Notebooks/PyPCalc_EX05.ipynb b/Notebooks/PyPCalc_EX05.ipynb new file mode 100644 index 0000000..59b8545 --- /dev/null +++ b/Notebooks/PyPCalc_EX05.ipynb @@ -0,0 +1,136 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "0edf916d", + "metadata": {}, + "outputs": [], + "source": [ + "import sys\n", + "sys.path.insert(0,\"../../python\")\n", + "\n", + "jarfile = \"../../target/salsa3d-software-1.2022.5-jar-with-dependencies.jar\"\n", + "\n", + "from PyPCalc import PCalc\n", + "PCalc.print_example05_info()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a6a3167a", + "metadata": {}, + "outputs": [], + "source": [ + "config = PCalc.initialize_configuration(captureOutput=True, use_slbm=False, \n", + " returnObject='points', jarFile = jarfile)\n", + "\n", + "props = PCalc.initialize_properties(\n", + " application = 'predictions',\n", + " workDir = '.',\n", + " predictors = 'lookup2d',\n", + " inputType = 'greatcircle',\n", + " phase = 'P',\n", + " site = 'ARCES, ARCES, 10, 0, 0.2', #sta, refsta, lat, lon, elev of station\n", + " sta = \"ARCES\",\n", + " jdate = '2011001',\n", + " gcStart = '0 0',\n", + " gcDistance = 180,\n", + " gcAzimuth = 0,\n", + " gcSpacing = 10,\n", + " gcPositionParameters = 'longitude, latitude, x, y, distance, depth',\n", + " depthSpecificationMethod = 'depths',\n", + " depths = '50 60 70',\n", + " maxDepthSpacing = 100,\n", + " maxDepth = 500,\n", + " outputType = 'file',\n", + " outputFile = \"/pcalc_predictions_greatcircle_output.dat\",\n", + " logFile = \"/pcalc_log.txt\",\n", + " terminalOutput = True,\n", + " outputHeader = True,\n", + " outputFormat = \"%8.4f\",\n", + " separator = 'space',\n", + " outputAttributes = 'travel_time')\n", + "\n", + "# Creates the main pcalc object\n", + "calc = PCalc(config = config, properties = props)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "3a16e1fb", + "metadata": {}, + "outputs": [], + "source": [ + "# Set properties and configuration aspects can be viewed:\n", + "print(\"PCalc properties:\")\n", + "calc.viewSetProperties()\n", + "print(\"++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++\")\n", + "print(\"PyPCalc Configuration:\")\n", + "calc.viewSetConfiguration()\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d37d4cf2", + "metadata": {}, + "outputs": [], + "source": [ + "# In order to actually run pcalc, first write the properties file and then execute\n", + "calc.writePropertiesFile()\n", + "r, data = calc.execute()\n", + "# The execute method calls the PCalc jar file and returns the terminal output as the first value (r)\n", + "# and the data file that is generated as output is read in to Python as the second value (data)\n", + "\n", + "print(r.stdout)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "26cac3f9", + "metadata": {}, + "outputs": [], + "source": [ + "print(\"Generated by PCalc jar file:\")\n", + "!head pcalc_predictions_greatcircle_output.dat\n", + "print(\"----------------------------------------------------------\")\n", + "print(\"Returned to python kernel:\")\n", + "print(data[:10])" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1ffaee17", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.4" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Notebooks/PyPCalc_EX06.ipynb b/Notebooks/PyPCalc_EX06.ipynb new file mode 100644 index 0000000..762e5e8 --- /dev/null +++ b/Notebooks/PyPCalc_EX06.ipynb @@ -0,0 +1,127 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "ad84d031", + "metadata": {}, + "outputs": [], + "source": [ + "import sys\n", + "sys.path.insert(0,\"../../python\")\n", + "\n", + "jarfile = \"../../target/salsa3d-software-1.2022.5-jar-with-dependencies.jar\"\n", + "\n", + "\n", + "from PyPCalc import PCalc\n", + "PCalc.print_example06_info()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "5b03de23", + "metadata": {}, + "outputs": [], + "source": [ + "config = PCalc.initialize_configuration(captureOutput=True, use_slbm=False, \n", + " returnObject='dataFrame', jarFile = jarfile)\n", + "\n", + "props = PCalc.initialize_properties(\n", + " application = 'predictions',\n", + " workDir = '.',\n", + " predictors = 'bender',\n", + " benderModel = \"../data/AK135.geotess\",\n", + " inputType = 'grid',\n", + " phase = 'P',\n", + " site = '37, 139, 0.6',\n", + " sta = \"SYNTH\",\n", + " jdate = '2011001',\n", + " gridRangeLat = '15 45 16',\n", + " gridRangeLon = '70 110 21',\n", + " depthSpecificationMethod = 'depthLevels',\n", + " depthLevels = 'top of MOHO',\n", + " outputType = 'file',\n", + " outputFile = \"/pcalc_predictions_grid_output.dat\",\n", + " logFile = \"/pcalc_log.txt\",\n", + " terminalOutput = True,\n", + " outputHeader = True,\n", + " separator = 'space',\n", + " outputAttributes = 'travel_time')\n", + "\n", + "# Creates the main pcalc object\n", + "calc = PCalc(config = config, properties = props)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "87ce6176", + "metadata": {}, + "outputs": [], + "source": [ + "# Set properties and configuration aspects can be viewed:\n", + "print(\"PCalc properties:\")\n", + "calc.viewSetProperties()\n", + "print(\"++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++\")\n", + "print(\"PyPCalc Configuration:\")\n", + "calc.viewSetConfiguration()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a113fa39", + "metadata": {}, + "outputs": [], + "source": [ + "# In order to actually run pcalc, first write the properties file and then execute\n", + "calc.writePropertiesFile()\n", + "r, data = calc.execute()\n", + "# The execute method calls the PCalc jar file and returns the terminal output as the first value (r)\n", + "# and the data file that is generated as output is read in to Python as the second value (data)\n", + "\n", + "print(r.stdout)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "12ae62d1", + "metadata": {}, + "outputs": [], + "source": [ + "data" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "9ed4a210", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.4" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Notebooks/PyPCalc_EX07.ipynb b/Notebooks/PyPCalc_EX07.ipynb new file mode 100644 index 0000000..face680 --- /dev/null +++ b/Notebooks/PyPCalc_EX07.ipynb @@ -0,0 +1,183 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "37cd67ee", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Example 7 uses an oracle database of CSS3.0 schema tables to read and write data.\n", + "This uses several properties to define the database\n", + "inputType = 'database'\n", + "dbInputInstance = 'jdbc:oracle:thin:@domain:port:database'\n", + "dbInputUserName = 'username'\n", + "dbInputPassword = 'password'\n", + "dbInputTablePrefix = 'uebgt_'\n", + "dbInputTableTypes = 'origin, arrival, assoc'\n", + "dbInputSiteTable = 'uebgt_site'\n", + "dbInputWhereClause = 'origin.orid = 48834027'\n", + "outputType = 'database'\n", + "dbOutputInstance = ''\n", + "dbOutputUserName = ''\n", + "dbOutputPassword = ''\n", + "dbOutputAssocTable = 'pcalc_assoc'\n", + "dbOutputAutoTableCreation = True\n", + "dbOutputPromptBeforeTruncate = False\n", + "dbOutputTruncateTables = True\n", + "\n", + "In the manual, this also illustrates using the RSTT or SLBM velocity model:\n", + "predictors = 'slbm'\n", + "slbmModel = '/Users/username/pcalc_software/pdu202009DU.geotess'\n", + "\n" + ] + } + ], + "source": [ + "import sys\n", + "sys.path.insert(0,\"../../python\")\n", + "\n", + "jarfile = \"../../target/salsa3d-software-1.2022.5-jar-with-dependencies.jar\"\n", + "\n", + "from PyPCalc import PCalc\n", + "PCalc.print_example07_info()\n", + "# This example requires an oracle database and the slbm predictor geotess file" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "67391757", + "metadata": {}, + "outputs": [], + "source": [ + "config = PCalc.initialize_configuration(captureOutput=True, use_slbm=True, \n", + " returnObject='dataFrame', jarFile = jarfile)\n", + "\n", + "props = PCalc.initialize_properties(\n", + " application = 'predictions',\n", + " workDir = '.',\n", + " predictors = 'slbm',\n", + " slbmModel = \"../data/pdu202009Du.geotess\",\n", + " inputType = 'database',\n", + " dbInputInstance = 'jdbc:oracle:thin:@domain:port:database',\n", + " dbInputUserName = 'username',\n", + " dbInputPassword = 'password',\n", + " dbInputTablePrefix = 'prefix_',\n", + " dbInputTableTypes = 'origin, arrival, assoc',\n", + " dbInputSiteTable = 'uebgt_site',\n", + " dbInputWhereClause = ' origin.orid = 48834027',\n", + " outputType = 'database',\n", + " logFile = \"/pcalc_log.txt\",\n", + " terminalOutput = True,\n", + " dbOutputInstance = '',\n", + " dbOutputUserName = '',\n", + " dbOutputPassword = '',\n", + " dbOutputAssocTable = 'pcalc_assoc',\n", + " dbOutputAutoTableCreation = True,\n", + " dbOutputPromptBeforeTruncate = False,\n", + " dbOutputTruncateTables = True\n", + " )\n", + "\n", + "# Creates the main pcalc object\n", + "calc = PCalc(config = config, properties = props)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "237a251d", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "PCalc properties:\n", + "application = predictions\n", + "workDir = .\n", + "inputType = database\n", + "batchSize = 1\n", + "logFile = /pcalc_log.txt\n", + "terminalOutput = True\n", + "separator = space\n", + "outputHeader = True\n", + "outputFormat = %1.4f\n", + "predictors = slbm\n", + "slbmModel = ../data/pdu202009Du.geotess\n", + "dbInputInstance = jdbc:oracle:thin:@domain:port:database\n", + "dbInputUserName = username\n", + "dbInputPassword = password\n", + "dbInputTablePrefix = prefix_\n", + "dbInputTableTypes = origin, arrival, assoc\n", + "dbInputSiteTable = uebgt_site\n", + "dbInputWhereClause = origin.orid = 48834027\n", + "outputType = database\n", + "dbOutputInstance = \n", + "dbOutputUserName = \n", + "dbOutputPassword = \n", + "dbOutputAssocTable = pcalc_assoc\n", + "dbOutputAutoTableCreation = True\n", + "dbOutputPromptBeforeTruncate = False\n", + "dbOutputTruncateTables = True\n", + "++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++\n", + "PyPCalc Configuration:\n", + "jarFile = ../../target/salsa3d-software-1.2022.5-jar-with-dependencies.jar\n", + "propertiesFile = PCalc.properties\n", + "captureOutput = True\n", + "propertyFileWritten = False\n", + "slbm_libdir = None\n", + "use_slbm = True\n", + "use_oracle = False\n", + "ojdbc_jar = None\n", + "returnObject = dataFrame\n", + "executionMode = Salsa3DSoftware\n", + "wallet = None\n", + "memoryString = -Xmx256g\n" + ] + } + ], + "source": [ + "# Set properties and configuration aspects can be viewed:\n", + "print(\"PCalc properties:\")\n", + "calc.viewSetProperties()\n", + "print(\"++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++\")\n", + "print(\"PyPCalc Configuration:\")\n", + "calc.viewSetConfiguration()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "5ab7fd01", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.4" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Notebooks/PyPCalc_EX08.ipynb b/Notebooks/PyPCalc_EX08.ipynb new file mode 100644 index 0000000..24e52bc --- /dev/null +++ b/Notebooks/PyPCalc_EX08.ipynb @@ -0,0 +1,175 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "dbec7a04", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "import sys\n", + "sys.path.insert(0,\"../../python\")\n", + "\n", + "jarfile = \"../../target/salsa3d-software-1.2022.5-jar-with-dependencies.jar\"\n", + "\n", + "\n", + "from PyPCalc import PCalc\n", + "PCalc.print_example08_info()\n", + "\n", + "# Note the output format is different from examples 1 - 6 " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2bf0045e", + "metadata": {}, + "outputs": [], + "source": [ + "config = PCalc.initialize_configuration(captureOutput=True, use_slbm=False, \n", + " returnObject='Points', jarFile = jarfile)\n", + "\n", + "props = PCalc.initialize_properties(\n", + " application = 'predictions',\n", + " workDir = '.',\n", + " predictors = 'bender',\n", + " benderModel = \"../data/AK135.geotess\",\n", + " inputType = 'greatcircle',\n", + " phase = 'P',\n", + " site = '10, 0, 0.2',\n", + " sta = \"ARCES\",\n", + " jdate = '2011001',\n", + " gcStart = \"0 0\",\n", + " gcDistance = 90,\n", + " gcAzimuth = 0,\n", + " gcNpoints = 19,\n", + " gcOnCenters = False,\n", + " gcPositionParameters = 'latitude longitude distance depth',\n", + " rayPathNodeSpacing = 10,\n", + " depthSpecificationMethod = 'maxDepthSpacing',\n", + " maxDepthSpacing = 100,\n", + " maxDepth = 500,\n", + " outputType = 'file',\n", + " outputFile = \"/pcalc_raypaths_greatcircle_output.dat\",\n", + " logFile = \"/pcalc_log.txt\",\n", + " terminalOutput = True,\n", + " outputHeader = True,\n", + " separator = 'space',\n", + " outputAttributes = 'ray_path')\n", + "# Note that this creates a great circle which is not just defined along the surface of the earth, but also with\n", + "# depth to maxDepth. This is akin to what is termed a cross-section elsewhere.\n", + "\n", + "\n", + "# Creates the main pcalc object\n", + "calc = PCalc(config = config, properties = props)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "ee9864a7", + "metadata": {}, + "outputs": [], + "source": [ + "# Set properties and configuration aspects can be viewed:\n", + "print(\"PCalc properties:\")\n", + "calc.viewSetProperties()\n", + "print(\"++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++\")\n", + "print(\"PyPCalc Configuration:\")\n", + "calc.viewSetConfiguration()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "8b799715", + "metadata": {}, + "outputs": [], + "source": [ + "calc.writePropertiesFile()\n", + "r, rays = calc.execute()\n", + "# The execute method calls the PCalc jar file and returns the terminal output as the first value (r)\n", + "# and the data file that is generated as output is read in to Python as the second value (rays)\n", + "\n", + "print(r.stdout)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a1dfa548", + "metadata": {}, + "outputs": [], + "source": [ + "import matplotlib.pyplot as plt\n", + "iray = 251\n", + "%matplotlib notebook\n", + "fig = plt.figure(figsize=(5,5))\n", + "ax = fig.add_subplot(projection='3d')\n", + "ax.scatter(rays[iray].longitude, rays[iray].latitude, rays[iray].depth, c=rays[iray].gcDistance, s=25)\n", + "ax.set_xlabel(\"longitude\")\n", + "ax.set_ylabel(\"latitude\")\n", + "ax.set_zlabel(\"depth\")\n", + "ax.invert_zaxis()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d5e57ed8", + "metadata": { + "scrolled": false + }, + "outputs": [], + "source": [ + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "iray = 251\n", + "\n", + "fig, ax = plt.subplots(subplot_kw={'projection': 'polar', 'theta_direction': -1})\n", + "\n", + "ax.plot(rays[iray].gcDistance*np.pi/180, 6371-rays[iray].depth)\n", + "\n", + "ax.set_theta_zero_location('N')\n", + "ax.set_rmax(6371)\n", + "ax.set_rticks([6371-20, 6371-35, 6371-210, 6371-410, 6371-660, 6371-2891.5, 1216]) # Less radial ticks\n", + "ax.grid(True)\n", + "\n", + "ax.set_title(\"The Earth in cross-section\", va='bottom')\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "8b3dbfe5", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.4" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Notebooks/PyPCalc_EX10.ipynb b/Notebooks/PyPCalc_EX10.ipynb new file mode 100644 index 0000000..2a087e1 --- /dev/null +++ b/Notebooks/PyPCalc_EX10.ipynb @@ -0,0 +1,190 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "5e797d98", + "metadata": {}, + "outputs": [], + "source": [ + "import sys\n", + "sys.path.insert(0,\"../../python\")\n", + "\n", + "jarfile = \"../../target/salsa3d-software-1.2022.5-jar-with-dependencies.jar\"\n", + "\n", + "from PyPCalc import PCalc\n", + "\n", + "# Example to recreate travel time prediction for P wave to station SYNTH for AK135 relative to Lookup2d" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "1c878e04", + "metadata": {}, + "outputs": [], + "source": [ + "# First, setup run for AK135 predictions to station1\n", + "config = PCalc.initialize_configuration(captureOutput=True, use_slbm=False, \n", + " returnObject='array',jarFile = jarfile)\n", + "\n", + "props = PCalc.initialize_properties(\n", + " application = 'predictions',\n", + " workDir = '.',\n", + " predictors = 'bender',\n", + " benderModel = \"../data/AK135.geotess\",\n", + " inputType = 'grid',\n", + " phase = 'P',\n", + " site = '37, 139, 0.6',\n", + " sta = \"SYNTH\",\n", + " jdate = '2011001',\n", + " gridRangeLat = '-90 90 181',\n", + " gridRangeLon = '-180 180 361',\n", + " depthSpecificationMethod = 'depths',\n", + " depths = '1',\n", + " outputType = 'file',\n", + " outputFile = \"/pcalc_predictions_grid_output_ak135.dat\",\n", + " logFile = \"/pcalc_log.txt\",\n", + " terminalOutput = True,\n", + " outputHeader = True,\n", + " separator = 'space',\n", + " outputAttributes = 'travel_time')\n", + "\n", + "# Creates the main pcalc object\n", + "calc = PCalc(config = config, properties = props)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "7efea192", + "metadata": {}, + "outputs": [], + "source": [ + "recalculate = True\n", + "if recalculate:\n", + " calc.writePropertiesFile()\n", + " r, ak135_tt = calc.execute()\n", + "else:\n", + " ak135_tt = PCalc.getOutputGrid(\"pcalc_predictions_grid_output_ak135.dat\",\n", + " separator = 'space', nattributes=1, returnObject='array', header=0)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "a954a1b2", + "metadata": {}, + "outputs": [], + "source": [ + "# Now, repeat for AK135\n", + "config = PCalc.initialize_configuration(captureOutput=True, use_slbm=False, \n", + " returnObject='array', jarFile = jarfile)\n", + "\n", + "props = PCalc.initialize_properties(\n", + " application = 'predictions',\n", + " workDir = '.',\n", + " predictors = 'lookup2d',\n", + " inputType = 'grid',\n", + " phase = 'P',\n", + " site = '37, 139, 0.6',\n", + " sta = \"SYNTH\",\n", + " jdate = '2011001',\n", + " gridRangeLat = '-90 90 181',\n", + " gridRangeLon = '-180 180 361',\n", + " depthSpecificationMethod = 'depths',\n", + " depths = '1',\n", + " outputType = 'file',\n", + " outputFile = \"/pcalc_predictions_grid_output_lookup.dat\",\n", + " logFile = \"/pcalc_log.txt\",\n", + " terminalOutput = True,\n", + " outputHeader = True,\n", + " separator = 'space',\n", + " outputAttributes = 'travel_time')\n", + "\n", + "# Creates the main pcalc object\n", + "calc = PCalc(config = config, properties = props)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "768dd2d3", + "metadata": {}, + "outputs": [], + "source": [ + "calc.writePropertiesFile()\n", + "r, lookup_tt = calc.execute()" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "4f775245", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "# Finds where the travel time is non-negative and then plots the difference, in seconds\n", + "# between the geotess model and ak135\n", + "import numpy as np\n", + "idx = np.where(ak135_tt[:,3] > 0)\n", + "ak135_tt_clean = ak135_tt[idx[0],:]\n", + "lookup_tt_clean = lookup_tt[idx[0],:]\n", + "\n", + "ttdiff = ak135_tt_clean[:,3] - lookup_tt_clean[:,3]\n", + "\n", + "import matplotlib.pyplot as plt\n", + "fig = plt.figure(figsize=(15,5))\n", + "ax = plt.subplot(projection='hammer')\n", + "ax.scatter(ak135_tt_clean[:,0]*np.pi/180, ak135_tt_clean[:,1]*np.pi/180, s=1, c=ttdiff, vmin=-4, vmax=4, \n", + " cmap='seismic')\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "20b95c4f", + "metadata": {}, + "outputs": [], + "source": [ + "# Note that the above map looks a bit funky because we can't adjust the geographic limits without using\n", + "# cartopy, but this works for a first pass sanity check." + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.4" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/python/EMC_NetCDF.py b/python/EMC_NetCDF.py new file mode 100644 index 0000000..4a81bb6 --- /dev/null +++ b/python/EMC_NetCDF.py @@ -0,0 +1,199 @@ +""" +EMC_NetCDF.py + +Reads a NetCDF file and creates a point cloud and interpolation functions + + +Created on Tue Nov 23 10:10:57 2021 + +@author: Robert Porritt, Sandia National Laboratories + +# Copyright 2023 National Technology & Engineering Solutions of Sandia, LLC (NTESS). +# Under the terms of Contract DE-NA0003525 with NTESS, the U.S. Government retains +# certain rights in this software. + +""" + +import numpy as np +from scipy.io import netcdf as nc + + +class EMC_EarthModel(): + def __init__(self, filename = None): + self.modelFileName = filename + # Set of metadata stored with netcdf file: + self.acknowledgment ="" + self.modelName = "" + self.author_name = "" + self.author_email = "" + self.author_institution = "" + self.author_url = "" + self.comment = "" + self.Conventions = "" + self.dimensions = {} + self.geospatial_lat_max = "" + self.geospatial_lat_min = "" + self.geospatial_lat_resolution = "" + self.geospatial_lat_units = "" + self.geospatial_lon_max = "" + self.geospatial_lon_min = "" + self.geospatial_lon_resolution = "" + self.geospatial_lon_units = "" + self.geospatial_vertical_max = "" + self.geospatial_vertical_min = "" + self.geospatial_vertical_positive = "" + self.geospatial_vertical_units = "" + self.history = "" + self.id = "" + self.keywods = "" + self.maskandscale = "" + self.Metadata_Conventions = "" + self.NCO = "" + self.reference = "" + self.reference_pid = "" + self.repository_institution = "" + self.repository_name = "" + self.repository_pid = "" + self.summary = "" + self.title = "" + self.version_byte = "" + # Above metadata will be loaded as appropriate to GeoTess metadata + # Default EMC variables are depth, latitude, longitude, vp, and vs + # There may be others and those will need to be adjusted in the keybank and then + # functions such as netcdfToPointCloud which makes some assumptions about + # variable types + self.keyBank = ["depth", "radius", "latitude", "longitude", "vp", "vs"] + self.nx = 0 + self.ny = 0 + self.nz = 0 + self.nattributes = 0 + self.dataArray = [] + self.latitude = [] + self.longitude = [] + self.depth = [] + + def setModelFileName(self, filename): + self.modelFileName = filename + + + def addToKeyBank(self, key=None): + """ + Use of this function should only be to add new properties like rho, density, Q, etc... + """ + if key is not None: + self.keyBank.append(key) + + + def netcdfToPointCloud(self): + if self.modelFileName is None: + print("Error, must set model file name first!") + return -404 + ds = nc.netcdf_file(self.modelFileName, 'r', mmap=False) + # Store metadata + self.modelName = ds.id + self.author_name = ds.author_name + self.acknowledgment = ds.acknowledgment + self.author_email = ds.author_email + self.author_institution = ds.author_institution + self.author_url = ds.author_url + self.comment = ds.comment + self.Conventions = ds.Conventions + self.dimensions = ds.dimensions # Note that this should match array sizes below + self.geospatial_lat_max = ds.geospatial_lat_max + self.geospatial_lat_min = ds.geospatial_lat_min + self.geospatial_lat_resolution = ds.geospatial_lat_resolution + self.geospatial_lat_units = ds.geospatial_lat_units + self.geospatial_lon_max = ds.geospatial_lon_max + self.geospatial_lon_min = ds.geospatial_lon_min + self.geospatial_lon_resolution = ds.geospatial_lon_resolution + self.geospatial_lon_units = ds.geospatial_lon_units + self.geospatial_vertical_max = ds.geospatial_vertical_max + self.geospatial_vertical_min = ds.geospatial_vertical_min + self.geospatial_vertical_positive = ds.geospatial_vertical_positive + self.geospatial_vertical_units = ds.geospatial_vertical_units + self.history = ds.history + self.id = ds.id + self.keywords = ds.keywords + self.maskandscale = ds.maskandscale + self.Metadata_Conventions = ds.Metadata_Conventions + self.NCO = ds.NCO + self.reference = ds.reference + self.reference_pid = ds.reference_pid + self.repository_institution = ds.repository_institution + self.repository_name = ds.repository_name + self.repository_pid = ds.repository_pid + self.summary = ds.summary + self.title = ds.title + self.version_byte = ds.version_byte + self.xyz = False + + # Check dimensions and variables + keysAvailable = [] + for key in self.keyBank: + if key in ds.variables: + keysAvailable.append(True) + else: + keysAvailable.append(False) + variableDictionary = dict(zip(self.keyBank, keysAvailable)) + for key in self.keyBank: + if variableDictionary[key]: + if key.lower() == 'depth' or key.lower() == 'radius': + nz = ds.variables[key][:].size + elif key.lower() == 'latitude': + ny = ds.variables[key][:].size + elif key.lower() == 'longitude': + nx = ds.variables[key][:].size + # Add new attribute here!!!!!!!!!!!!!!!!!! + #if key.lower() == 'vp' or key.lower() == 'vs': + else: + (nz2, ny2, nx2) = ds.variables[key][:].shape + if nz != nz2: + print("Error, number of vertical nodes inconsistent") + return -1 + if ny != ny2: + print("Error, number of latitude nodes inconsistent") + return -2 + if nx != nx2: + print("Error, number of longitude nodes inconsistent") + return -3 + # Prepare a point cloud + # Which is effectively a table of x, y, z, and value + # If we were sure the data were on even grids, then it wouldn't be a problem + # but we can't be sure of that + # Or maybe we can? + if variableDictionary['depth']: + self.depth = ds.variables['depth'][:] + elif variableDictionary['radius']: + # Using a constant radius of 6371 is not quite right here, but will + # generally be appropriate as the model ellipsoid is commonly unknwon + self.depth = 6371 - ds.variables['radius'][:] + self.latitude = ds.variables['latitude'][:] # Will need to change if latitdue key is not used + self.longitude = ds.variables['longitude'][:] # same as latitude + # Now we want the attributes + self.nattributes = 0 + self.dataArray = [] + for key in self.keyBank: + if key.lower() not in ["radius", "depth", "latitude", "longitude"]: + if variableDictionary[key]: + self.nattributes += 1 + self.dataArray.append(ds.variables[key][:]) + # Done, so close up the netcdf file + ds.close() + return 0 + + def zxy2xyz(self): + """ + Tries to convert the dataArray from zxy to + """ + if not self.xyz: + (nz, nx, ny) = self.dataArray[0].shape + tmp = np.zeros((nx, ny, nz)) + for ix in range(nx): + for iy in range(ny): + for iz in range(nz): + tmp[ix, iy, iz] = self.dataArray[0][iz, ix, iy] + self.xyz = True + return 1 + else: + return -1 + diff --git a/python/GeoTessBuilder.py b/python/GeoTessBuilder.py new file mode 100644 index 0000000..eed1c1e --- /dev/null +++ b/python/GeoTessBuilder.py @@ -0,0 +1,495 @@ +""" +GeoTessBuilder.py + +# Copyright 2023 National Technology & Engineering Solutions of Sandia, LLC (NTESS). +# Under the terms of Contract DE-NA0003525 with NTESS, the U.S. Government retains +# certain rights in this software. + +Class to build a geotess grid +Organizes properties and then sends a call to GeoTessBuilder +The C++ version of the library can't ingest kml/kmz files, so having the gui +build the parameter file and then call GeoTessBuilder will be the most +useful approach. + + +Created on Thu Nov 18 18:07:50 2021 + +@author: Rob Porritt + +# Note that these define vertices in a tesselation layer +# specify a single point. The tokens in the property value are: +# 1) lat-lon, 2) tessellation index, 3) triangle edge length in degrees, # 4) latitude and 5) longitude. More points could have been +# specified by including similar strings, separated by semi-colons. +points = lat-lon, 0, 0.125, 31.88984, -36.000000 +# Results in a coarse mesh globally, but refined mesh near the point +# Profiles that connect tesselations radially are defined elsewhere + +# Version for a path using a kmz file +# specify a single path. The tokens in the property value are: + # 1) the name of the file containing the path, 2) tessellation + # index, and 3) triangle size for triangles near the path. + paths = mid_atlantic_ridge.kmz, 0, 1.0 +# Results in a coarse mesh throughout most of the sphere and 1.0 degree mesh near the +# mid-atlantic ridge + +Polygons example for a kml file and a kmz file +polygons = \ + united_states.kml, 0, 1.0 ; \ + new_mexico.kmz, 0, 0.125 + +As of 01/31/2022: Euler rotation angle is not implemented + + +""" + +import math +import subprocess + + +class GeoTessBuilder(): + def __init__(self, config=None): + if config is None: + self.GeoTessBuilderPropertiesFile = 'geotess_builder.properties' + self.nTesselations = 1 + self.baseEdgeLengths = [8] # Must be powers of 2 + self.outputGridFile = 'uniform_tessellation.geotess' + self.outputModelFile = 'refined_model.geotess' + self.vtkFile = 'uniform_tessellation_%d.vtk' + self.gridConstructionMode = 'Uniform' # Alternative is scratch or 'model refinement' + self.initialSolid = 'icosahedron' # options are tetrahexahedron, octahedron, tetrahedron + self.points = None + self.paths = None + self.polygons = None + self.eulerRotationAngles = None + self.propertyFileWritten = False + self.jarfile = None + self.modelToRefine = None + self.fileOfPointsToRefine = None + self.polygonToRefine = None + self.captureExecution = True + else: + # Setting properties from config dictionary + self.GeoTessBuilderPropertiesFile = config["GeoTessBuilderPropertiesFile"] + self.nTesselations = config["nTesselations"] + self.baseEdgeLengths = config["baseEdgeLengths"] + self.outputGridFile = config["outputGridFile"] + self.outputModelFile = config["outputModelFile"] + self.vtkFile = config["vtkFile"] + self.gridConstructionMode = config["gridConstructionMode"] + self.initialSolid = config["initialSolid"] + self.points = config['points'] + self.paths = config['paths'] + self.polygons = config['polygons'] + self.eulerRotationAngles = config['eulerRotationAngles'] + self.propertyFileWritten = config['propertyFileWritten'] + self.jarfile = config['jarfile'] + self.modelToRefine = config['modelToRefine'] + self.fileOfPointsToRefine = config['fileOfPointsToRefine'] + self.polygonToRefine = config['polygonToRefine'] + self.captureExecution = config['captureExecution'] + + def writePropertiesFile(self): + with open(self.GeoTessBuilderPropertiesFile, 'w') as propertyFile: + if self.gridConstructionMode.lower() == 'scratch' or self.gridConstructionMode.lower() == 'uniform': + propertyFile.write("gridConstructionMode = {}\n".format(self.gridConstructionMode)) + propertyFile.write("nTessellations = {:01.0f}\n".format(self.nTesselations)) + propertyFile.write("baseEdgeLengths =") + if type(self.baseEdgeLengths) == list: + for ibel, bel in enumerate(self.baseEdgeLengths): + propertyFile.write(" {:01.5f}".format(bel)) + else: + propertyFile.write(" {:01.5f}".format(self.baseEdgeLengths)) + propertyFile.write("\n") + if self.outputGridFile is not None: + propertyFile.write("outputGridFile = {}\n".format(self.outputGridFile)) + if self.vtkFile is not None: + propertyFile.write("vtkFile = {}\n".format(self.vtkFile)) + if self.initialSolid is not None: + propertyFile.write("initialSolid = {}\n".format(self.initialSolid)) + if self.points is not None: + propertyFile.write("points = \ \n") + for ipt, pt in enumerate(self.points): + propertyFile.write("{}, {}, {:02.5f}, {:02.5f}, {:02.5f} ; \ \n".format(pt[0], pt[1], pt[2], pt[3], pt[4])) + propertyFile.write("\n") + if self.paths is not None: + propertyFile.write("paths = \ \n") + for ipath, pathlist in enumerate(self.paths): + propertyFile.write("{}, {}, {} ; \ \n".format(pathlist[0], pathlist[1], pathlist[2])) + propertyFile.write("\n") + if self.polygons is not None: + propertyFile.write("polygons = \ \n") + for ipoly, poly in enumerate(self.polygons): + propertyFile.write("{}, {}, {} ; \ \n".format(poly[0], poly[1], poly[2])) + propertyFile.write("\n") + if self.eulerRotationAngles is not None: + propertyFile.write("eulerRotationAngles = {}".format(self.eulerRotationAngles)) + propertyFile.write("\n") + + else: + propertyFile.write("gridConstructionMode = {}\n".format(self.gridConstructionMode)) + if self.modelToRefine is not None: + propertyFile.write("modelToRefine = {}\n".format(self.modelToRefine)) + if self.fileOfPointsToRefine is not None: + propertyFile.write("fileOfPointsToRefine = {}\n".format(self.fileOfPointsToRefine)) + if self.polygonToRefine is not None: + propertyFile.write("polygonToRefine = {}\n".format(self.polygonToRefine)) + if self.outputModelFile is not None: + propertyFile.write("outputModelFile = {}\n".format(self.outputModelFile)) + propertyFile.write("\n") + + self.propertyFileWritten = True + + def execute(self): + result = -1 + if self.propertyFileWritten and self.jarfile is not None: + st1 = 'java' + st2 = '-cp' + st3 = self.jarfile + st4 = 'gov.sandia.geotessbuilder.GeoTessBuilderMain' + st5 = self.GeoTessBuilderPropertiesFile + cstrings = [st1, st2, st3, st4, st5] + try: + if self.captureExecution: + result = subprocess.run(cstrings, check=True, capture_output=True, text=True) + print(result.stdout) + print(result.stderr) + else: + subprocess.run(cstrings, check=True) + result = 0 + + except: + print("Error running geotess builder. Check Jar file.") + print("Jar file: {}".format(self.jarfile)) + result = -2 + else: + print("Error executing. Need to set the jarfile and write the properties file first.") + result = -3 + return result + + @staticmethod + def initialize_configuration(GeoTessBuilderPropertiesFile='geotess_builder.properties', nTesselations=1, baseEdgeLengths=[8], + outputGridFile = 'uniform_tessellation.geotess', outputModelFile='refined_model.geotess', vtkFile='uniform_tessellation_%d.vtk', + gridConstructionMode='Uniform',initialSolid = 'icosahdron', points = None, paths = None, polygons= None, eulerRotationAngles = None, + jarfile = None, modelToRefine = None, fileOfPointsToRefine = None, polygonToRefine = None, captureExecution = True, executionMode='Salsa3DSoftware'): + """ + Returns a configuration dictionary for use in creating a new builder object + """ + config = { + "GeoTessBuilderPropertiesFile": GeoTessBuilderPropertiesFile, + "nTesselations": nTesselations, + "baseEdgeLengths": baseEdgeLengths, + "outputGridFile": outputGridFile, + "outputModelFile": outputModelFile, + "vtkFile": vtkFile, + "gridConstructionMode": gridConstructionMode, + "initialSolid": initialSolid, + "points": points, + "paths": paths, + "polygons": polygons, + "eulerRotationAngles": eulerRotationAngles, + "propertyFileWritten": False, + "jarfile": jarfile, + "modelToRefine": modelToRefine, + "fileOfPointsToRefine": fileOfPointsToRefine, + "polygonToRefine": polygonToRefine, + "captureExecution": captureExecution + } + return config + + # default value is relative to python directory. Adjust to be relative to working directory. + def setJarFile(self, jarfile='../target/salsa3d-software-1.2022.5-jar-with-dependencies.jar'): + self.jarfile = jarfile + + def writeRefinementPointsFile(self, ptindex, fname='refinement_points.sb'): + self.fileOfPointsToRefine = fname + with open(self.fileOfPointsToRefine, 'w') as f: + for pt in ptindex: + f.write("{}\n".format(int(pt))) + f.write("\n") + + def setRefinementModel(self, fname): + """ + Just sets the modelToRefine attribute. Use with gridConstructionMode = 'model refinement' + This needs to be a filename to a geotess model file, not a grid file. + """ + self.modelToRefine = fname + + def setOutputModelFile(self, fname): + self.outputModelFile = fname + + # Not necessary as these can be set once an object is created + # but good practice as we can add error checking + def setGeoTessBuilderPropertiesFile(self, fname): + self.GeoTessBuilderPropertiesFile = fname + + def setNTesselations(self, nTess): + self.nTesselations = nTess + + def setBaseEdgeLengths(self, baseEdgeLengths): + self.baseEdgeLengths = baseEdgeLengths + + def setOutputGridFile(self, fname): + self.outputGridFile = fname + + def setVTKFile(self, fname): + self.vtkFile = fname + + def setCaptureMode(self, capture = False): + self.captureExecution = capture + + def setEulerRotationAngles(self, eulerRotationAngles): + """ + It is possible to rotate the triangular tessellation produced by GeoTessBuilder, relative to the traditional latitude, longitude grid, by providing 3 Euler rotations angles, in degrees. Given two coordinate systems xyz and XYZ with common origin, starting with the axis z and Z overlapping, the position of the second can be specified in terms of the first using three rotations with angles A, B, C as follows: +1. Rotate the xyz-system about the z-axis by A. +2. Rotate the xyz-system again about the now rotated x-axis by B. +3. Rotate the xyz-system a third time about the new z-axis by C. +Clockwise rotations, when looking in direction of vector, are positive (see http://mathworld.wolfram.com/EulerAngles.html). +For example, to rotate the grid such that grid vertex 0, which normally coincides with the north pole, resides instead at position geocentric_lat0, lon0 (in degrees), then supply the 3 Euler rotation angles lon0+90, 90 - geocentric_lat0, 0. + """ + self.eulerRotationAngles = eulerRotationAngles + + def setGridConstructionMode(self, mode='Scratch'): + assert mode.lower() in ['scratch', 'uniform', 'model refinement'], "Error, construction mode must be scratch or uniform" + self.gridConstructionMode = mode + + def setInitialSolid(self, mode='icosahedron'): + assert mode.lower() in ['icosahedron', 'tetrahexahedron', 'octahedron', 'tetrahedron'], "Error setting initial solid" + self.initialSolid = mode + + def addPoint(self, tessID, edgeLength, latitude, longitude): + if edgeLength > 64: + edgeLength = 64 + pt = ['lat-lon', tessID, self.next_power_of_2(edgeLength), latitude, longitude] + if self.points is None: + self.points = [] + self.points.append(pt) + + def removePoint(self, ptIndex): + newpoints = [] + for ipt, pt in enumerate(self.points): + if ipt != ptIndex: + newpoints.append(self.points[ipt]) + self.points = newpoints + + + def addPath(self, filename, tessID, edgeLength): + from os.path import exists + # Really should check if the path is an appropriately formatted file... + if exists(filename): + if edgeLength > 64: + edgeLength = 64 + tmpPath = [filename, tessID, edgeLength] + if self.paths is None: + self.paths = [] + self.paths.append(tmpPath) + else: + print("Error, file {} not found.".format(filename)) + + def removePath(self, pathIndex): + newpaths = [] + for ipt, pt in enumerate(self.paths): + if ipt != pathIndex: + newpaths.append(pt) + self.paths = newpaths + + def addPolygon(self, filename, tessID, edgeLength): + from os.path import exists + # Really should check if the path is an appropriately formatted file... + if exists(filename): + if edgeLength > 64: + edgeLength = 64 + tmpPoly = [filename, tessID, edgeLength] + if self.polygons is None: + self.polygons = [] + self.polygons.append(tmpPoly) + else: + print("Error, file {} not found.".format(filename)) + + def removePolygon(self, polygonIndex): + newpolygons = [] + for ipt, pt in enumerate(self.polygons): + if ipt != polygonIndex: + newpolygons.append(pt) + self.polygons = newpolygons + + def next_power_of_2(self, x): + return 1 if x == 0 else 2**math.ceil(math.log2(x)) + + +class Polygon2D(): + def __init__(self, filename=None): + self.filename = filename + self.comments = None + self.mode = 'lat-lon' + self.reference = [0, 0, 'inside'] + self.points = None + + def write(self): + with open(self.filename, 'w') as f: + for comment in self.comments: + f.write("# {}\n".format(comment)) + f.write("Polygon2D\n") + f.write("Reference {} {} {}\n".format(self.reference[0], self.reference[1], self.reference[2])) + f.write("{}\n".format(self.mode)) + if self.points is not None: + for ipt, pt in enumerate(self.points): + f.write("{} {}\n".format(pt[0], pt[1])) + + def setReference(self, lat, lon, mode='inside'): + assert mode in ["inside", "outside"], "Error, wrong mode in set reference. Must be inside or outside." + if self.mode == 'lat-lon': + self.reference = [lat, lon, mode] + else: + self.reference = [lon, lat, mode] + + def toggleMode(self, auto=True, mode='lat-lon'): + """ + Consider this Texas and do not mess with it. + This is to allow inputting values in lon-lat format rather than + lat-lon, but this is likely to cause a can of worms. + """ + if auto == True: + if self.mode == "lat-lon": + self.mode = "lon-lat" + else: + self.mode = "lat-lon" + else: + self.mode = mode + + def addPoint(self, lat, lon): + if self.points is None: + self.points = [] + if self.mode == 'lat-lon': + self.points.append([lat, lon]) + else: + self.points.append([lon, lat]) + + def removePointIndex(self, index): + newpoints = [] + for ipt, pt in enumerate(self.points): + if ipt != index: + newpoints.append(pt) + self.points = newpoints + + def removePointLocation(self, lat, lon): + newpoints = [] + for ipt, pt in enumerate(self.points): + if self.mode == 'lat-lon': + if pt[0] != lat or pt[1] != lon: + newpoints.append(pt) + else: + if pt[0] != lon or pt[1] != lat: + newpoints.append(pt) + self.points = newpoints + + + def setFilename(self, filename): + self.filename = filename + + def addComment(self, commentString): + if self.comments is None: + self.comments = [] + self.comments.append(commentString) + + def removeComment(self, index): + newComments = [] + for ic, c in enumerate(self.comments): + if ic != index: + newComments.append(c) + self.comments = newComments + + +class Polygon3D(): + def __init__(self, filename=None): + self.filename = filename + self.comments = None + self.mode = 'lat-lon' + self.reference = [0, 0, 'inside'] + self.points = None + self.top = None + self.bottom = None + + def write(self): + assert self.top is not None and self.bottom is not None, 'Error, must set top and bottom of 3D polygon!' + with open(self.filename, 'w') as f: + for comment in self.comments: + f.write("# {}\n".format(comment)) + f.write("Polygon3D\n") + f.write("{} {} {} {}\n".format(self.top[0], self.top[1], self.top[2], self.top[3])) + f.write("{} {} {} {}\n".format(self.bottom[0], self.bottom[1], self.bottom[2], self.bottom[3])) + f.write("Reference {} {} {}\n".format(self.reference[0], self.reference[1], self.reference[2])) + f.write("{}\n".format(self.mode)) + if self.points is not None: + for ipt, pt in enumerate(self.points): + f.write("{} {}\n".format(pt[0], pt[1])) + + def setTop(self, Z, layerIndex=-1, mode='radius'): + assert mode in ["radius", "depth", "layer"], "Error, top mode must be radius, depth, or layer" + self.top = ["TOP", mode, Z, layerIndex] + + def setBottom(self, Z, layerIndex=-1, mode='radius'): + assert mode in ["radius", "depth", "layer"], "Error, bottom mode must be radius, depth, or layer" + self.bottom = ["BOTTOM", mode, Z, layerIndex] + + def setReference(self, lat, lon, mode='inside'): + assert mode in ["inside", "outside"], "Error, wrong mode in set reference. Must be inside or outside." + if self.mode == 'lat-lon': + self.reference = [lat, lon, mode] + else: + self.reference = [lon, lat, mode] + + def toggleMode(self, auto=True, mode='lat-lon'): + """ + Consider this Texas and do not mess with it. + This is to allow inputting values in lon-lat format rather than + lat-lon, but this is likely to cause a can of worms. + """ + if auto == True: + if self.mode == "lat-lon": + self.mode = "lon-lat" + else: + self.mode = "lat-lon" + else: + self.mode = mode + + def addPoint(self, lat, lon): + if self.points is None: + self.points = [] + if self.mode == 'lat-lon': + self.points.append([lat, lon]) + else: + self.points.append([lon, lat]) + + def removePointIndex(self, index): + newpoints = [] + for ipt, pt in enumerate(self.points): + if ipt != index: + newpoints.append(pt) + self.points = newpoints + + def removePointLocation(self, lat, lon): + newpoints = [] + for ipt, pt in enumerate(self.points): + if self.mode == 'lat-lon': + if pt[0] != lat or pt[1] != lon: + newpoints.append(pt) + else: + if pt[0] != lon or pt[1] != lat: + newpoints.append(pt) + self.points = newpoints + + + def setFilename(self, filename): + self.filename = filename + + def addComment(self, commentString): + if self.comments is None: + self.comments = [] + self.comments.append(commentString) + + def removeComment(self, index): + newComments = [] + for ic, c in enumerate(self.comments): + if ic != index: + newComments.append(c) + self.comments = newComments diff --git a/python/PyGeoTessExplorerLight.py b/python/PyGeoTessExplorerLight.py new file mode 100644 index 0000000..dd98626 --- /dev/null +++ b/python/PyGeoTessExplorerLight.py @@ -0,0 +1,3084 @@ +""" +PyGeoTessExplorerLight.py + +Copyright 2023 National Technology & Engineering Solutions of Sandia, LLC (NTESS). Under the terms of Contract DE-NA0003525 with NTESS, the U.S. Government retains certain rights in this software. + +Thin wrapper to GeoTessExplorer functions in Salsa3DSoftware jar file + +Rob Porritt, Sandia National Labs +February 24th, 2023 + +""" +import os +import math +import subprocess +import numpy as np +import pandas as pd + + +# Base class to organize call to jar file +class GeoTessExplorer: + def __init__(self, config = None, viewCopyRight = False): + if config is None: + config = self.initialize_configuration() + self.config = config + if viewCopyRight: + self.__viewCopyRight() + + def __str__(self): + outstr = "Configuration: \n" + for conf in self.config: + outstr += str("{} = {}\n".format(conf, self.config[conf])) + outstr += "\nUse the execute() method to run.\n" + return outstr + + def __repr__(self): + outstr = "Configuration: \n" + for conf in self.config: + outstr += str("{} = {}\n".format(conf, self.config[conf])) + outstr += "\nUse the execute() method to run.\n" + return outstr + + def _handle_error(self): + print("Error, unable to run GeoTessExplorer.") + result = ResultError(stdout="Run failed. See stderr", stderr="Failed to execute function: '{}'.".format(str(self.config['function']))) + data = -1 + return [result, data] + + + # Non-Pythonic method of displaying copy right info + @staticmethod + def __viewCopyRight(): + print("PyGeoTessExplorer Copyright 2023 National Technology & Engineering Solutions of Sandia, LLC (NTESS). Under the terms of Contract DE-NA0003525 with NTESS, the U.S. Government retains certain rights in this software.") + print("\n") + print("Set viewCopyRight=False to supress this message.") + return + + # To allow users to set configuration before creating the object or to be called during initialization + @staticmethod + def initialize_configuration(jarFile = None, + captureOutput="True", + returnObject='array', + function = "help", + modelFile = None, + gridPath = None, + newModelFile = None, + updatedDescription = None, + secondModel = None, + secondGridPath = None, + gridOutputFile = None, + gridLayTess = None, + gridFileName = None, + gridOutputMode = None, + gridInputFile = None, + newGrid = None, + attributeIndices = None, + reciprocal = False, + polygon = None, + newAttributeValuesFile = None, + pointLatitude = None, + pointLongitude = None, + pointDepth = None, + layerID = None, + horizontalInterpolation = 'linear', + radialInterpolation = 'linear', + inputPointsFile = None, + verticalOutputMode = 'radius', + maximumRadialSpacing = 9001, + deepestLayerID = None, + shallowestLayerID = None, + outputChoices = 'lat,lon,depth,radius,vertex,layer,node,point', + beginLatitude = None, + beginLongitude = None, + endLatitude = None, + endLongitude = None, + shortestPath = True, + nPointsSlice = 100, + outputSpatialCoords = 'distance,depth,radius,x,y,z,lat,lon', + degDistanceToLastPoint = 0, + azimuthToLastPoint = 0, + mapSpatialSamplingMode = 'number', + nLongitudeMap = 100, + nLatitudeMap = 100, + spacingLatitudeMap = 0.5, + spacingLongitudeMap = 0.5, + fractionalRadius = 0.5, + topOrBottomOfLayer = 'top', + attributeIndex0 = 0, + attributeIndex1 = 0, + geometryModel = None, + geometryModelPath = None, + newAttributeName = None, + newAttributeUnits = None, + functionIndex = 0, + mode = "execute", + outputFileNameStub = None, + layerIndices = None, + vtkOutputFileName = None, + firstDepth = None, lastDepth = None, depthSpacing = None, + depths = None, + depthOrElevation = 'depth', + centerLongitude = None, + radiusOutOfRangeAllowed = False, + inputPolygon = None, + outputPolygon = None, + newSiteTermFile = None, + RSTT_FileNameStub = None, + RSTT_OutputType = None, + oldLayerName = None, + newLayerName = None, + commonStringMode = 'salsa3dsoftware' + ): + config = { + "jarFile": jarFile, + "captureOutput": captureOutput, + "returnObject": returnObject, + "function": function, + "modelFile": modelFile, + "gridPath": gridPath, + "newModelFile": newModelFile, + "updatedDescription": updatedDescription, + "secondModel": secondModel, + "secondGridPath": secondGridPath, + "gridOutputFile": gridOutputFile, + "gridLayTess": gridLayTess, + "gridFileName": gridFileName, + "gridOutputMode": gridOutputMode, + "gridInputFile": gridInputFile, + "newGrid": newGrid, + "attributeIndices": attributeIndices, + "reciprocal": reciprocal, + "polygon": polygon, + "newAttributeValuesFile": newAttributeValuesFile, + "pointLatitude": pointLatitude, + "pointLongitude": pointLongitude, + "pointDepth": pointDepth, + "layerID": layerID, + "horizontalInterpolation": horizontalInterpolation, + "radialInterpolation": radialInterpolation, + "inputPointsFile": inputPointsFile, + "verticalOutputMode": verticalOutputMode, + "maximumRadialSpacing": maximumRadialSpacing, + "deepestLayerID": deepestLayerID, + "shallowestLayerID": shallowestLayerID, + "outputChoices": outputChoices, + "beginLatitude": beginLatitude, + "beginLongitude": beginLongitude, + "endLatitude": endLatitude, + "endLongitude": endLongitude, + "shortestPath": shortestPath, + "nPointsSlice": nPointsSlice, + "outputSpatialCoords": outputSpatialCoords, + "degDistanceToLastPoint": degDistanceToLastPoint, + "azimuthToLastPoint": azimuthToLastPoint, + "mapSpatialSamplingMode": mapSpatialSamplingMode, + "nLongitudeMap": nLongitudeMap, + "nLatitudeMap": nLatitudeMap, + "spacingLatitudeMap": spacingLatitudeMap, + "spacingLongitudeMap": spacingLongitudeMap, + "fractionalRadius": fractionalRadius, + "topOrBottomOfLayer": topOrBottomOfLayer, + "attributeIndex0": attributeIndex0, + "attributeIndex1": attributeIndex1, + "geometryModel": geometryModel, + "geometryModelPath": geometryModelPath, + "newAttributeName": newAttributeName, + "newAttributeUnits": newAttributeUnits, + "functionIndex": functionIndex, + "mode": mode, + "outputFileNameStub": outputFileNameStub, + "layerIndices": layerIndices, + "vtkOutputFileName": vtkOutputFileName, + "firstDepth": firstDepth, + "lastDepth": lastDepth, + "depthSpacing": depthSpacing, + "depths": depths, + "depthOrElevation": depthOrElevation, + "centerLongitude": centerLongitude, + "radiusOutOfRangeAllowed": radiusOutOfRangeAllowed, + "inputPolygon": inputPolygon, + "outputPolygon": outputPolygon, + "newSiteTermFile": newSiteTermFile, + "RSTT_FileNameStub": RSTT_FileNameStub, + "RSTT_OutputType": RSTT_OutputType, + "oldLayerName": oldLayerName, + "newLayerName": newLayerName, + "commonStringMode": commonStringMode + } + return config + + # Effectively the main method and a Rube-Goldbergian switch block to dictate how the jar file is called + # Mainly sets up the arguments and gets output as .stdout, .stderr results messages + # and data if available. If data is not available, returns an error code (single negative value). If function's + # help is called, returns 0. + def execute(self): + """ + Method to call the geotessjava jar file with supplied configuration. + returns two elements: + result: a dictionary with stdout and stderr strings for results from the call. + data: can be one of three types of output: + a dataset returned by by the jar file if successful + 0 if the function's help usage is returned in stdout + negative single value if there is an usage error. See result.stderr + """ + # Initialize output + data = None + result = ResultError(stdout="None", stderr="None") + + # common part of the calling string for subprocess + st1 = 'java' + st2 = '-jar' + + # Checks for jar file + if self.config['jarFile'] is not None: + st3 = self.config['jarFile'] + else: + print("Error, must supply location of jar file.") + result['stdout'] = 'Run failed. See stderr.' + result['stderr'] = 'Jar file not supplied' + data = -1 + return [result, data] + + function = self.config['function'] + assert function in ['help', 'version', 'toString', 'updateModelDescription','statistics', + 'getClassName','equal','extractGrid','resample','extractActiveNodes','replaceAttributeValues', + 'reformat','getValues','getValuesFile','interpolatePoint','borehole','profile','findClosestPoint', + 'slice','sliceDistAz','mapValuesDepth','mapValuesLayer','mapLayerBoundary','mapLayerThickness','values3DBlock', + 'function', 'vtkLayers', 'vtkDepths', 'vtkDepths2', 'vtkLayerThickness', 'vtkLayerBoundary','vtkSlice','vtkSolid', + 'vtk3DBlock', 'vtkPoints', 'vtkRobinson', 'vtkRobinsonLayers', 'vtkRobinsonPoints', 'vtkRobinsonTriangleSize', + 'vtkLayerAverage', 'reciprocalModel', 'renameLayer', 'getLatitudes', 'getLongitudes', 'getDistanceDegrees', + 'translatePolygon','extractSiteTerms', 'replaceSiteTerms', 'extractPathDependentUncertaintyRSTT', + 'replacePathDependentUncertaintyRSTT'], "Error, please check available functions via help" + + ########################################################################## + # Main switch block for usage + # Just the help (calling without any parameters) + if self.config['function'].lower() in ["help", " "]: + result, data = self._execute_help() + elif self.config['mode'] in ['help', '-h', '?']: + result, data = self._execute_help_function() + # Returns the version of the GeoTessJava jar file + elif self.config['function'].lower() in ['version']: + result, data = self._execute_version() + # toString, statistics, and getClassName all operate about the same way, requiring a modelFile + elif self.config['function'].lower() in ['tostring']: + result, data = self._execute_toString() + elif self.config['function'].lower() in ['statistics']: + result, data = self._execute_statistics() + elif self.config['function'].lower() in ['getclassname']: + result, data = self._execute_getClassName() + # Update model description. Takes input model, output model, and new description + elif self.config['function'].lower() in ['updatemodeldescription']: + result, data = self._execute_updateModelDescription() + elif self.config['function'].lower() in ['equal']: + result, data = self._execute_equal() + elif self.config['function'].lower() in ['extractgrid']: + result, data = self._execute_extractGrid() + elif self.config['function'].lower() in ['resample']: + result, data = self._execute_resample() + elif self.config['function'].lower() in ['extractactivenodes']: + result, data = self._execute_extractActiveNodes() + elif self.config['function'] == 'replaceAttributeValues': + result, data = self._execute_replaceAttributeValues() + elif self.config['function'] == 'reformat': + result, data = self._execute_reformat() + elif self.config['function'] in ['getValues']: + result, data = self._execute_getValues() + elif self.config['function'] in ['interpolatePoint']: + result, data = self._execute_getValues() # note that this is identical to getValues in usage. Output is more verbose + elif self.config['function'] == 'getValuesFile': + result, data = self._execute_getValuesFile() + elif self.config['function'] in ['borehole']: + result, data = self._execute_borehole() + elif self.config['function'] in ['profile']: + result, data = self._execute_profile() + elif self.config['function'] in ['findClosestPoint']: + result, data = self._execute_findClosestPoint() + elif self.config['function'] in ['slice']: + result, data = self._execute_slice() + elif self.config['function'] in ['sliceDistAz']: + result, data = self._execute_sliceDistAz() + elif self.config['function'] in ['mapValuesDepth', 'mapValuesLayer']: + result, data = self._execute_mapValues() + elif self.config['function'] in ['mapLayerBoundary']: + result, data = self._execute_mapLayerBoundary() + elif self.config['function'] in ['mapLayerThickness']: + result, data = self._execute_mapLayerThickness() + elif self.config['function'] in ['values3DBlock']: + result, data = self._execute_values3DBlock() + elif self.config['function'] in ['function']: + result, data = self._execute_function() + elif self.config['function'] in ['vtkLayers']: + result, data = self._execute_vtkLayers() + elif self.config['function'] in ['vtkDepths']: + result, data = self._execute_vtkDepths() + elif self.config['function'] in ['vtkDepths2']: + result, data = self._execute_vtkDepths2() + elif self.config['function'] in ['vtkLayerThickness']: + result, data = self._execute_vtkLayerThickness() + elif self.config['function'] in ['vtkLayerBoundary']: + result, data = self._execute_vtkLayerBoundary() + elif self.config['function'] in ['vtkSlice']: + result, data = self._execute_vtkSlice() + elif self.config['function'] in ['vtkSolid']: + result, data = self._execute_vtkSolid() + elif self.config['function'] in ['vtk3DBlock']: + result, data = self._execute_vtk3DBlock() + elif self.config['function'] in ['vtkPoints']: + result, data = self._execute_vtkPoints() + elif self.config['function'] in ['vtkRobinson']: + result, data = self._execute_vtkRobinson() + elif self.config['function'] in ['vtkRobinsonLayers']: + result, data = self._execute_vtkRobinsonLayers() + elif self.config['function'] in ['vtkRobinsonPoints']: + result, data = self._execute_vtkRobinsonPoints() + elif self.config['function'] in ['vtkRobinsonTriangleSize']: + result, data = self._execute_vtkRobinsonTriangleSize() + elif self.config['function'] in ['vtkLayerAverage']: + result, data = self._execute_vtkLayerAverage() + elif self.config['function'] in ['getLatitudes']: + result, data = self._execute_getLatitudes() + elif self.config['function'] in ['getLongitudes']: + result, data = self._execute_getLongitudes() + elif self.config['function'] in ['getDistanceDegrees']: + result, data = self._execute_getDistanceDegrees() + elif self.config['function'] in ['translatePolygon']: + result, data = self._execute_translatePolygon() + elif self.config['function'] in ['extractSiteTerms']: + result, data = self._execute_extractSiteTerms() + elif self.config['function'] in ['replaceSiteTerms']: + result, data = self._execute_replaceSiteTerms() + elif self.config['function'] in ['extractPathDependentUncertaintyRSTT']: + result, data = self._execute_extractPathDependentUncertaintyRSTT() + elif self.config['function'] in ['replacePathDependentUncertaintyRSTT']: + result, data = self._execute_replacePathDependentUncertaintyRSTT() + elif self.config['function'] in ['renameLayer']: + result, data = self._execute_renameLayer() + + + return [result, data] + + def getOutput(self, result): + if self.config['gridOutputMode'] == 'stdout': + grd = self.readGridStdout(result) + elif self.config['gridOutputMode'] == 'gmt': + grd = self.readGridGMT(result) + elif self.config['function'] == 'extractActiveNodes': + grd = self.getExtractActiveNodesOutput(result) + elif self.config['function'] in ['getValues', 'findClosestPoint']: + grd = self.getValuesOutput(result) + elif self.config['function'] in ['getValuesFile', 'slice', 'sliceDistAz', 'mapValuesDepth', 'mapValuesLayer', 'mapLayerBoundary', 'mapLayerThickness', 'values3DBlock', 'profile', 'getLatitudes', 'getLongitudes', 'getDistanceDegrees']: + grd = self.getValuesFileOutput(result) + elif self.config['function'] == 'interpolatePoint': + grd = self.getInterpolatePoint(result) + elif self.config['function'] == 'borehole': + grd = self.getBoreholeResults(result) + elif self.config['function'] == 'extractSiteTerms': + grd = self.getSiteTerms(result.stdout, mode='string') + else: + grd = "Not sure how this triggered." + return grd + + def checkOutputChoices(self): + if isinstance(self.config['outputChoices'], str): + self.config['outputChoices'] = self.config['outputChoices'].replace(" ", "") + else: + tmp = "" + for val in self.config['outputChoices']: + if val in ['lon', 'lat', 'depth', 'radius' 'vertex', 'layer', 'node', 'point']: + if val != self.config['outputChoices'][-1]: + tmp += str(val) + "," + else: + tmp += str(val) + self.config['outputChoices'] = tmp + return + + def _common_strings(self, mode='salsa3dsoftware'): + if mode == 'original': + return ['java', '-jar', str(self.config['jarFile']), str(self.config['function']), str(self.config['modelFile'])] + else: + return ['java', '-cp', str(self.config['jarFile']), 'gov.sandia.geotess.GeoTessExplorer', str(self.config['function']), str(self.config['modelFile'])] + + def _execute_help(self): + cstrings = self._common_strings(mode = self.config['commonStringMode']) + print(cstrings) + try: + if len(cstrings) == 5: + result = subprocess.run(cstrings[:3], check=True, text=True, capture_output=self.config['captureOutput']) + else: + result = subprocess.run(cstrings[:4], check=True, text=True, capture_output=self.config['captureOutput']) + data = 1 + except: + print("Error, unable to run GeoTessExplorer.") + result = ResultError(stdout="Run failed. See stderr", stderr="Help failed to execute. Parameters = {}".format(cstrings)) + data = -2 + return [result, data] + + def _execute_version(self): + cstrings = self._common_strings(mode = self.config['commonStringMode']) + try: + if len(cstrings) == 5: + result = subprocess.run(cstrings[:4], check=True, text=True, capture_output=self.config['captureOutput']) + else: + result = subprocess.run(cstrings[:5], check=True, text=True, capture_output=self.config['captureOutput']) + data = 1 + except: + print("Error, unable to run GeoTessExplorer.") + result = ResultError(stdout="Run failed. See stderr", stderr="Version failed to execute. Parameters = {}".format(cstrings)) + data = -3 + return [result, data] + + def _execute_help_function(self): + cstrings = self._common_strings(mode = self.config['commonStringMode']) + try: + if len(cstrings) == 5: + result = subprocess.run(cstrings[:4], check=True, text=True, capture_output=self.config['captureOutput']) + else: + result = subprocess.run(cstrings[:5], check=True, text=True, capture_output=self.config['captureOutput']) + data = 0 + except: + print("Error, unable to run GeoTessExplorer.") + result = ResultError(stdout="Run failed. See stderr", stderr="Help Function failed to execute. Parameters = {}".format(cstrings)) + data = -1 + return result, data + + def _execute_getClassName(self): + cstrings = self._common_strings() + if self.config['gridPath'] is None: + st6 = '.' + else: + st6 = self.config['gridPath'] + cstrings.append(st6) + st5 = cstrings[-2] + arglist = [st5, st6] + if self.check_nones(arglist): + print(" Requires: modelFile") + print(" Optional: gridPath") + print(" Returns: 1 on success, -1 on failure. ClassName is in result.stdout") + if len(cstrings) == 6: + result = subprocess.run(cstrings[:5], check=True, text=True, capture_output=self.config['captureOutput']) + else: + result = subprocess.run(cstrings[:6], check=True, text=True, capture_output=self.config['captureOutput']) + data = 0 + else: + try: + result = subprocess.run(cstrings, check=True, text=True, capture_output=self.config['captureOutput']) + data = 1 + except: + print("Error, unable to run GeoTessExplorer.") + result = ResultError(stdout="Run failed. See stderr", stderr="getClassName function error. Make sure a model is given.") + data = -1 + return [result, data] + + + def _execute_statistics(self): + cstrings = self._common_strings() + if self.config['gridPath'] is None: + st6 = '.' + else: + st6 = self.config['gridPath'] + cstrings.append(st6) + st5 = cstrings[-2] + arglist = [st5, st6] + if self.check_nones(arglist): + print(" Requires: modelFile") + print(" Optional: gridPath") + print(" Returns: data as Pandas DataFrame") + if len(cstrings) == 6: + result = subprocess.run(cstrings[:5], check=True, text=True, capture_output=self.config['captureOutput']) + else: + result = subprocess.run(cstrings[:6], check=True, text=True, capture_output=self.config['captureOutput']) + data = 0 + else: + try: + result = subprocess.run(cstrings, check=True, text=True, capture_output=self.config['captureOutput']) + data = self.readStatisticsTable(result.stdout) + except: + print("Error, unable to run GeoTessExplorer.") + result = ResultError(stdout="Run failed. See stderr", stderr="statistics function error. Make sure a model is given.") + data = -1 + return [result, data] + + def _execute_toString(self): + cstrings = self._common_strings() + if self.config['gridPath'] is None: + st6 = '.' + else: + st6 = self.config['gridPath'] + cstrings.append(st6) + st5 = cstrings[-2] + arglist = [st5, st6] + if self.check_nones(arglist): + print(" Requires: modelFile") + print(" Optional: gridPath") + print(" Returns: 1 on success, -1 on failure. String is in result.stdout") + if len(cstrings) == 6: + result = subprocess.run(cstrings[:5], check=True, text=True, capture_output=self.config['captureOutput']) + else: + result = subprocess.run(cstrings[:6], check=True, text=True, capture_output=self.config['captureOutput']) + data = 0 + else: + try: + result = subprocess.run(cstrings, check=True, text=True, capture_output=self.config['captureOutput']) + data = 1 + except: + print("Error, unable to run GeoTessExplorer.") + result = ResultError(stdout="Run failed. See stderr", stderr="toString function error. Make sure a model is given.") + data = -1 + return [result, data] + + def _execute_updateModelDescription(self): + cstrings = self._common_strings() + st5 = cstrings[-1] + nstr = len(cstrings) + if self.config['gridPath'] is None: + st6 = '.' + else: + st6 = self.config['gridPath'] + st8 = self.config['newModelFile'] + st7 = self.config['updatedDescription'] + arglist = [st5, st6, st7, st8] + for arg in arglist[1:]: + cstrings.append(arg) + if self.check_nones(arglist): + print("Function: {}".format(self.config['function'])) + print(" Requires: modelFile, newModelFile, updatedDescription") + print(" Optional: None") + print(" Returns: creates a new GeoTess model 'newModelFile' to disk. If successful, data return is 1.") + result = subprocess.run(cstrings[:nstr-1], check=True, text=True, capture_output=self.config['captureOutput']) + data = 0 + else: + try: + result = subprocess.run(cstrings, check=True, text=True, capture_output=self.config['captureOutput']) + data = 1 + except: + print("Error, unable to run GeoTessExplorer.") + result = ResultError(stdout="Run failed. See stderr", stderr="{} function error.".format(self.config['function'])) + data = -1 + return [result, data] + + def _execute_equal(self): + cstrings = self._common_strings() + nstr = len(cstrings) + if self.config['gridPath'] is None: + st6 = '.' + else: + st6 = self.config['gridPath'] + st7 = self.config['secondModel'] + if self.config['secondGridPath'] is None: + st8 = '.' + else: + st8 = self.config['secondGridPath'] + st5 = cstrings[-1] + arglist = [st5, st6, st7, st8] + for arg in arglist[1:]: + cstrings.append(arg) + if self.check_nones(arglist): + print("Function: {}".format(self.config['function'])) + print(" Requires: modelFile, secondModel") + print(" Optional: gridPath, secondGridPath") + print(" Returns: True or False boolean variable on success.") + result = subprocess.run(cstrings[:nstr-1], check=True, text=True, capture_output=self.config['captureOutput']) + data = 0 + else: + try: + result = subprocess.run(cstrings, check=True, text=True, capture_output=self.config['captureOutput']) + rr = result.stdout.split("\n") + if rr[0].split(" ")[0] == "equal": + data = True + else: + data = False + except: + print("Error, unable to run GeoTessExplorer.") + data = -1 + result = ResultError(stdout="Run failed. See stderr", stderr="{} function error.".format(self.config['function'])) + return [result, data] + + def _execute_extractGrid(self): + cstrings = self._common_strings() + nstr = len(cstrings) + cstrings.pop() + if self.config['gridInputFile'] is None: + st5 = str(self.config['modelFile']) + else: + st5 = str(self.config['gridInputFile']) + if self.config['gridPath'] is None: + st6 = '.' + else: + st6 = str(self.config['gridPath']) + st7 = str(self.config['gridOutputFile']) + st8 = str(self.config['gridLayTess']) + arglist = [st5, st6, st7, st8] + for arg in arglist: + cstrings.append(arg) + if self.check_nones(arglist): + print("Function: {}".format(self.config['function'])) + print(" Requires: [modelFile or gridInputFile], gridOutputFile, gridLayTess") + print(" Optional: gridPath") + print(" Returns: if gridOutputFile is 'stdout', 'gmt' or ends in extension '.gmt', then the output is returned as npoints x 4 ndarray of triangle edge connections. Otherwise, a file is written to gridOutputFile and return value of success is 1.") + result = subprocess.run(cstrings[:nstr-1], check=True, text=True, capture_output=self.config['captureOutput']) + data = 0 + else: + try: + fname = self.config['gridOutputFile'] + ext = os.path.splitext(fname)[-1] + if ext == ".gmt": + st7 = "gmt" + cstrings[-2] = st7 + result = subprocess.run(cstrings, check=True, text=True, capture_output=self.config['captureOutput']) + if self.config['gridOutputFile'] == 'stdout': + data = self.readGridStdout(result.stdout) + elif self.config['gridOutputFile'] == 'gmt': + data = self.readGridGMT(result.stdout) + elif ext == ".gmt": + data = self.readGridGMT(result.stdout, writeFile=True, outputFileName = fname) + else: + data = 1 + except: + print("Error, unable to run GeoTessExplorer.") + data = -1 + result = ResultError(stdout="Run failed. See stderr", stderr="{} function error.".format(self.config['function'])) + return [result, data] + + def _execute_resample(self): + cstrings = self._common_strings() + nstr = len(cstrings) + st5 = cstrings[-1] + if self.config['gridPath'] is None: + st6 = '.' + else: + st6 = self.config['gridPath'] + st7 = self.config['newGrid'] + st8 = self.config['newModelFile'] + arglist = [st5, st6, st7, st8] + for arg in arglist[1:]: + cstrings.append(arg) + if self.check_nones(arglist): + print("Function: {}".format(self.config['function'])) + print(" This function resamples modelFile from its current grid onto newGrid and outputs as newModelFile") + print(" Requires: modelFile, newGrid, newModelFile") + print(" Optional: gridPath") + print(" Returns: new file is written as newModelFile and data is set to 1 on return.") + result = subprocess.run(cstrings[:nstr-1], check=True, text=True, capture_output=self.config['captureOutput']) + data = 0 + else: + try: + result = subprocess.run(cstrings, check=True, text=True, capture_output=self.config['captureOutput']) + data = 1 + except: + print("Error, unable to run GeoTessExplorer.") + data = -1 + result = ResultError(stdout="Run failed. See stderr", stderr="{} function error.".format(self.config['function'])) + return [result, data] + + def _execute_extractActiveNodes(self): + cstrings = self._common_strings() + nstr = len(cstrings) + if self.config['gridPath'] is None: + st6 = '.' + else: + st6 = self.config['gridPath'] + self.setAttributeIndices() + st7 = self.config['attributeIndices'] + st8 = str(self.config['reciprocal']) + if self.config['polygon'] is None: + st9 = 'null' + else: + st9 = self.config['polygon'] + st5 = cstrings[-1] + arglist = [st5, st6, st7, st8, st9] + for arg in arglist[1:]: + cstrings.append(arg) + if self.check_nones(arglist): + print("Function: {}".format(self.config['function'])) + print(" Requires configuration: modelFile, attributeIndices, reciprocal (True or False)") + print(" Optional: gridPath, polygon (defaults to 'null')") + print(" Returns: ndarray of npoints x 2 for a grid or npoints x nattributes for 2D or 3D model") + result = subprocess.run(cstrings[:nstr-1], check=True, text=True, capture_output=self.config['captureOutput']) + data = 0 + else: + try: + #print([st1, st2, st3, st4, st5, st6, st7, st8, st9]) + result = subprocess.run(cstrings, check=True, text=True, capture_output=self.config['captureOutput']) + data = self.getOutput(result) + except: + print("Error, unable to run GeoTessExplorer.") + data = -1 + result = ResultError(stdout="Run failed. See stderr", stderr="{} function error.".format(self.config['function'])) + return [result, data] + + def _execute_replaceAttributeValues(self): + cstrings = self._common_strings() + st5 = cstrings[-1] + nstr = len(cstrings) + if self.config['gridPath'] is None: + st6 = '.' + else: + st6 = self.config['gridPath'] + if self.config['polygon'] is None: + st7 = 'null' + else: + st7 = self.config['polygon'] + st8 = self.config['newAttributeValuesFile'] + st9 = str(self.config['newModelFile']) + arglist = [st5, st6, st7, st8, st9] + for arg in arglist[1:]: + cstrings.append(arg) + if self.check_nones(arglist): + print("Function: {}".format(self.config['function'])) + print(" Requires configuration values: modelFile, newAttributeValuesFile, newModelFile") + print(" Optional: gridPath, polygon (defaults to 'null')") + print(" Returns: data = 1 on success. newModelFile is written to disk.") + result = subprocess.run(cstrings[:nstr-1], check=True, text=True, capture_output=self.config['captureOutput']) + data = 0 + else: + try: + #print([st1, st2, st3, st4, st5, st6, st7, st8, st9]) + result = subprocess.run(cstrings, check=True, text=True, capture_output=self.config['captureOutput']) + data = 1 + except: + print("Error, unable to run GeoTessExplorer.") + data = -1 + result = ResultError(stdout="Run failed. See stderr", stderr="{} function error.".format(self.config['function'])) + return [result, data] + + def _execute_reformat(self): + cstrings = self._common_strings() + st5 = cstrings[-1] + nstr = len(cstrings) + if self.config['gridPath'] is None: + st6 = '.' + else: + st6 = self.config['gridPath'] + st7 = str(self.config['newModelFile']) + if self.config['gridOutputFile'] is None: + st8 = "null" + else: + st8 = self.config['gridOutputFile'] + arglist = [st5, st6, st7, st8] + for arg in arglist[1:]: + cstrings.append(arg) + if self.check_nones(arglist): + print("Function: {}".format(self.config['function'])) + print(" Requires configuration values: modelFile, newModelFile") + print(" Optional: gridPath, gridOutputFile (defaults to 'null' which treats the output grid the same was as the input. Use '*' for internal to the newModelFile)") + print(" Returns: data = 1 on success. newModelFile is written to disk.") + result = subprocess.run(cstrings[:nstr-1], check=True, text=True, capture_output=self.config['captureOutput']) + data = 0 + else: + try: + result = subprocess.run(cstrings, check=True, text=True, capture_output=self.config['captureOutput']) + data = 1 + except: + print("Error, unable to run GeoTessExplorer.") + data = -1 + result = ResultError(stdout="Run failed. See stderr", stderr="{} function error.".format(self.config['function'])) + return [result, data] + + def _execute_getValues(self): + cstrings = self._common_strings() + nstr = len(cstrings) + st5 = cstrings[-1] + if self.config['gridPath'] is None: + st6 = '.' + else: + st6 = self.config['gridPath'] + result = ResultError(stdout=None, stderr=None) + if self.checkLatitude(self.config['pointLatitude']) is False: + print("Error, pointLatitude must be between -90 and 90.") + data = -2 + result.setStdout('Run failed. See stderr.') + result.setStderr("{} function error. Input pointLatitude: {}".format(self.config['function'], self.config['pointLatitude'])) + return [result, data] + if self.checkLongitude(self.config['pointLongitude']) is False: + print("Error, pointLongitude must be between -180 and 360.") + data = -3 + result.setStdout('Run failed. See stderr.') + result.setStderr("{} function error. Input pointLongitude: {}".format(self.config['function'], self.config['pointLongitude'])) + return [result, data] + st7 = str(self.config['pointLatitude']) + st8 = str(self.config['pointLongitude']) + st9 = str(self.config['pointDepth']) + st10 = str(self.config['layerID']) + self.setAttributeIndices() + st11 = str(self.config['attributeIndices']) + self.checkHorizontalInterpolation() + st12 = str(self.config['horizontalInterpolation']) + self.checkRadialInterpolation() + st13 = str(self.config['radialInterpolation']) + if self.config['reciprocal'] != True: + self.config['reciprocal'] = False + st14 = str(self.config['reciprocal']) + arglist = [st5, st6, st7, st8, st9, st10, st11, st12, st13, st14] + for arg in arglist[1:]: + cstrings.append(arg) + if self.check_nones(arglist): + print("Function: {}".format(self.config['function'])) + print(" Requires configuration values: modelFile, pointLatitude, pointLongitude, pointDepth, layerID, attributeIndices") + print(" Optional: gridPath, horizontalInterpolation (defaults to linear), radialInterpolation (defaults to linear), reciprocal") + print(" Returns: data = ndarray of values") + result = subprocess.run(cstrings[:nstr-1], check=True, text=True, capture_output=self.config['captureOutput']) + data = 0 + else: + try: + #print([st1, st2, st3, st4, st5, st6, st7, st8, st9]) + result = subprocess.run(cstrings, check=True, text=True, capture_output=self.config['captureOutput']) + data = self.getOutput(result) + except: + print("Error, unable to run GeoTessExplorer.") + data = -1 + result = ResultError(stdout="Run failed. See stderr", stderr="{} function error.".format(self.config['function'])) + return [result, data] + + def _execute_getValuesFile(self): + cstrings = self._common_strings() + nstr = len(cstrings) + st5 = cstrings[-1] + if self.config['gridPath'] is None: + st6 = '.' + else: + st6 = self.config['gridPath'] + st7 = str(self.config['inputPointsFile']) + self.setAttributeIndices() + st8 = str(self.config['attributeIndices']) + self.checkHorizontalInterpolation() + st9 = str(self.config['horizontalInterpolation']) + self.checkRadialInterpolation() + st10 = str(self.config['radialInterpolation']) + if self.config['reciprocal'] != True: + self.config['reciprocal'] = False + st11 = str(self.config['reciprocal']) + arglist = [st5, st6, st7, st8, st9, st10, st11] + for arg in arglist[1:]: + cstrings.append(arg) + if self.check_nones(arglist): + print("Function: {}".format(self.config['function'])) + print(" Requires configuration values: modelFile, inputPointsFile, attributeIndices") + print(" Optional: gridPath, horizontalInterpolation (defaults to linear), radialInterpolation (defaults to linear), reciprocal") + print(" Returns: data = npoints x nattributes NDArray") + result = subprocess.run(cstrings[:nstr-1], check=True, text=True, capture_output=self.config['captureOutput']) + data = 0 + else: + try: + #print([st1, st2, st3, st4, st5, st6, st7, st8, st9]) + result = subprocess.run(cstrings, check=True, text=True, capture_output=self.config['captureOutput']) + data = self.getOutput(result) + except: + print("Error, unable to run GeoTessExplorer.") + data = -1 + result = ResultError(stdout="Run failed. See stderr", stderr="{} function error.".format(self.config['function'])) + return [result, data] + + def _execute_borehole(self): + cstrings = self._common_strings() + nstr = len(cstrings) + st5 = cstrings[-1] + if self.config['gridPath'] is None: + st6 = '.' + else: + st6 = self.config['gridPath'] + result = ResultError(stdout=None, stderr=None) + if self.checkLatitude(self.config['pointLatitude']) is False: + print("Error, pointLatitude must be between -90 and 90.") + data = -2 + result.setStdout('Run failed. See stderr.') + result.setStderr("{} function error. Input pointLatitude: {}".format(self.config['function'], self.config['pointLatitude'])) + return [result, data] + if self.checkLongitude(self.config['pointLongitude']) is False: + print("Error, pointLongitude must be between -180 and 360.") + data = -3 + result.setStdout('Run failed. See stderr.') + result.setStderr("{} function error. Input pointLongitude: {}".format(self.config['function'], self.config['pointLongitude'])) + return [result, data] + st7 = str(self.config['pointLatitude']) + st8 = str(self.config['pointLongitude']) + st9 = str(self.config['maximumRadialSpacing']) + st10 = str(self.config['deepestLayerID']) + st11 = str(self.config['shallowestLayerID']) + self.checkHorizontalInterpolation() + st12 = str(self.config['horizontalInterpolation']) + self.checkRadialInterpolation() + st13 = str(self.config['radialInterpolation']) + self.checkVerticalOutputMode() + st14 = str(self.config['verticalOutputMode']) + if self.config['reciprocal'] != True: + self.config['reciprocal'] = False + st15 = str(self.config['reciprocal']) + self.setAttributeIndices() + st16 = str(self.config['attributeIndices']) + arglist = [st5, st6, st7, st8, st9, st10, st11, st12, st13, st14, st15, st16] + for arg in arglist[1:]: + cstrings.append(arg) + if self.check_nones(arglist): + print("Function: {}".format(self.config['function'])) + print(" Requires: modelFile, pointLatitude, pointLongitude, maximumRadialSpacing, deepestLayerID, shallowestLayerID, attributeIndices") + print(" Optional: gridPath, horizontalInterpolation (defaults to linear), radialInterpolation (defaults to linear), verticalOutputMode (defaults to radius), reciprocal") + print(" Returns: data = ndarray of values") + result = subprocess.run(cstrings[:nstr-1], check=True, text=True, capture_output=self.config['captureOutput']) + data = 0 + else: + try: + #print([st1, st2, st3, st4, st5, st6, st7, st8, st9]) + result = subprocess.run(cstrings, check=True, text=True, capture_output=self.config['captureOutput']) + data = self.getOutput(result) + except: + print("Error, unable to run GeoTessExplorer.") + data = -1 + result = ResultError(stdout="Run failed. See stderr", stderr="{} function error.".format(self.config['function'])) + return [result, data] + + + def _execute_profile(self): + cstrings = self._common_strings() + nstr = len(cstrings) + st5 = cstrings[-1] + if self.config['gridPath'] is None: + st6 = '.' + else: + st6 = self.config['gridPath'] + result = ResultError(stdout=None, stderr=None) + if self.checkLatitude(self.config['pointLatitude']) is False: + print("Error, pointLatitude must be between -90 and 90.") + data = -2 + result.setStdout('Run failed. See stderr.') + result.setStderr("{} function error. Input pointLatitude: {}".format(self.config['function'], self.config['pointLatitude'])) + return [result, data] + if self.checkLongitude(self.config['pointLongitude']) is False: + print("Error, pointLongitude must be between -180 and 360.") + data = -3 + result.setStdout('Run failed. See stderr.') + result.setStderr("{} function error. Input pointLongitude: {}".format(self.config['function'], self.config['pointLongitude'])) + return [result, data] + st7 = str(self.config['pointLatitude']) + st8 = str(self.config['pointLongitude']) + st9 = str(self.config['deepestLayerID']) + st10 = str(self.config['shallowestLayerID']) + self.checkVerticalOutputMode() + st11 = str(self.config['verticalOutputMode']) + if self.config['reciprocal'] != True: + self.config['reciprocal'] = False + st12 = str(self.config['reciprocal']) + self.setAttributeIndices() + st13 = str(self.config['attributeIndices']) + arglist = [st5, st6, st7, st8, st9, st10, st11, st12, st13] + for arg in arglist[1:]: + cstrings.append(arg) + if self.check_nones(arglist): + print("Function: {}".format(self.config['function'])) + print(" Requires: modelFile, pointLatitude, pointLongitude, deepestLayerID, shallowestLayerID, attributeIndices") + print(" Optional: gridPath, verticalOutputMode (defaults to radius), reciprocal") + print(" Returns: data = ndarray of values") + result = subprocess.run(cstrings[:nstr-1], check=True, text=True, capture_output=self.config['captureOutput']) + data = 0 + else: + try: + #print([st1, st2, st3, st4, st5, st6, st7, st8, st9]) + result = subprocess.run(cstrings, check=True, text=True, capture_output=self.config['captureOutput']) + data = self.getOutput(result) + except: + print("Error, unable to run GeoTessExplorer.") + data = -1 + result = ResultError(stdout="Run failed. See stderr", stderr="{} function error.".format(self.config['function'])) + return [result, data] + + def _execute_findClosestPoint(self): + cstrings = self._common_strings() + nstr = len(cstrings) + st5 = cstrings[-1] + if self.config['gridPath'] is None: + st6 = '.' + else: + st6 = self.config['gridPath'] + result = ResultError(stdout=None, stderr=None) + if self.checkLatitude(self.config['pointLatitude']) is False: + print("Error, pointLatitude must be between -90 and 90.") + data = -2 + result.setStdout('Run failed. See stderr.') + result.setStderr("{} function error. Input pointLatitude: {}".format(self.config['function'], self.config['pointLatitude'])) + return [result, data] + if self.checkLongitude(self.config['pointLongitude']) is False: + print("Error, pointLongitude must be between -180 and 360.") + data = -3 + result.setStdout('Run failed. See stderr.') + result.setStderr("{} function error. Input pointLongitude: {}".format(self.config['function'], self.config['pointLongitude'])) + return [result, data] + st7 = str(self.config['pointLatitude']) + st8 = str(self.config['pointLongitude']) + st9 = str(self.config['pointDepth']) + st10 = str(self.config['layerID']) + self.checkOutputChoices() + st11 = str(self.config['outputChoices']) + arglist = [st5, st6, st7, st8, st9, st10, st11] + for arg in arglist[1:]: + cstrings.append(arg) + if self.check_nones(arglist): + print("Function: {}".format(self.config['function'])) + print(" Requires: modelFile, pointLatitude, pointLongitude, pointDepth, layerID") + print(" Optional: gridPath") + print(" Returns: data = ndarray of values defined in outputChoices") + result = subprocess.run(cstrings[:nstr-1], check=True, text=True, capture_output=self.config['captureOutput']) + data = 0 + else: + try: + result = subprocess.run(cstrings, check=True, text=True, capture_output=self.config['captureOutput']) + data = self.getOutput(result) + except: + print("Error, unable to run GeoTessExplorer.") + data = -1 + result.setStdout('Run failed. See stderr.') + result.setStderr("{} function error.".format(self.config['function'])) + return [result, data] + + def _execute_slice(self): + cstrings = self._common_strings() + nstr = len(cstrings) + st5 = cstrings[-1] + if self.config['gridPath'] is None: + st6 = '.' + else: + st6 = self.config['gridPath'] + [result, data, no_error] = self.check_map_bounds() + if no_error is False: + return [result, data] + st7 = str(self.config['beginLatitude']) + st8 = str(self.config['beginLongitude']) + st9 = str(self.config['endLatitude']) + st10 = str(self.config['endLongitude']) + if self.config['shortestPath'] != False: # default to True + self.config['shortestPath'] = True + st11 = str(self.config['shortestPath']) + if self.config['nPointsSlice'] < 0: + print("Error, nPointsSlice must be positive.") + data = -4 + result.setStdout('Run failed. See stderr.') + result.setStderr("{} function error. Input nPointsSlice: {}".format(self.config['function'], self.config['nPointsSlice'])) + return [result, data] + st12 = str(int(self.config['nPointsSlice'])) + if self.config['maximumRadialSpacing'] < 0: + print("Error, maximumRadialSpacing must be positive.") + data = -5 + result.setStdout('Run failed. See stderr.') + result.setStderr("{} function error. Input maximumRadialSpacing: {}".format(self.config['function'], self.config['maximumRadialSpacing'])) + return [result, data] + st13 = str(self.config['maximumRadialSpacing']) + st14 = str(self.config['deepestLayerID']) + st15 = str(self.config['shallowestLayerID']) + self.checkHorizontalInterpolation() + st16 = str(self.config['horizontalInterpolation']) + self.checkRadialInterpolation() + st17 = str(self.config['radialInterpolation']) + self.checkOutputSpatialCoords() + st18 = str(self.config['outputSpatialCoords']) + if self.config['reciprocal'] != True: # default to False + self.config['reciprocal'] = False + st19 = str(self.config['reciprocal']) + self.setAttributeIndices() + st20 = str(self.config['attributeIndices']) + arglist = [st5, st6, st7, st8, st9, st10, st11, st12, st13, st14, st15, st16, st17, st18, st19, st20] + for arg in arglist[1:]: + cstrings.append(arg) + if self.check_nones(arglist): + print("Function: {}".format(self.config['function'])) + print(" Requires: modelFile, beginLatitude, beginLongitude, endLatitude, endLongitude, nPointsSlice, maximumRadialSpacing, deepestLayerID, shallowestLayerID, outputSpatialCoords, attributeIndices") + print(" Optional: gridPath, horizontalInterpolation (defaults to linear), radialInterpolation (defaults to linear), reciprocal, shortestPath (defaults to True)") + print(" Returns: data = ndarray of values along the slice") + result = subprocess.run(cstrings[:nstr-1], check=True, text=True, capture_output=self.config['captureOutput']) + data = 0 + else: + try: + #print([st1, st2, st3, st4, st5, st6, st7, st8, st9]) + result = subprocess.run(cstrings, check=True, text=True, capture_output=self.config['captureOutput']) + data = self.getOutput(result) + except: + print("Error, unable to run GeoTessExplorer.") + data = -1 + result.setStdout('Run failed. See stderr.') + result.setStderr("{} function error.".format(self.config['function'])) + return [result, data] + + def _execute_sliceDistAz(self): + cstrings = self._common_strings() + nstr = len(cstrings) + st5 = cstrings[-1] + if self.config['gridPath'] is None: + st6 = '.' + else: + st6 = self.config['gridPath'] + result = ResultError(stdout=None, stderr=None) + if self.checkLatitude(self.config['beginLatitude']) is False: + print("Error, beginLatitude must be between -90 and 90.") + data = -2 + result.setStdout('Run failed. See stderr.') + result.setStderr("{} function error. Input beginLatitude: {}".format(self.config['function'], self.config['beginLatitude'])) + return [result, data] + if self.checkLongitude(self.config['beginLongitude']) is False: + print("Error, beginLongitude must be between -180 and 360.") + data = -3 + result.setStdout('Run failed. See stderr.') + result.setStderr("{} function error. Input beginLongitude: {}".format(self.config['function'], self.config['beginLongitude'])) + return [result, data] + st7 = str(self.config['beginLatitude']) + st8 = str(self.config['beginLongitude']) + st9 = str(self.config['degDistanceToLastPoint']) + st10 = str(self.config['azimuthToLastPoint']) + if self.config['nPointsSlice'] < 0: + print("Error, nPointsSlice must be positive.") + data = -4 + result.setStdout('Run failed. See stderr.') + result.setStderr("{} function error. Input nPointsSlice: {}".format(self.config['function'], self.config['nPointsSlice'])) + return [result, data] + st12 = str(int(self.config['nPointsSlice'])) + if self.config['maximumRadialSpacing'] < 0: + print("Error, maximumRadialSpacing must be positive.") + data = -5 + result.setStdout('Run failed. See stderr.') + result.setStderr("{} function error. Input maximumRadialSpacing: {}".format(self.config['function'], self.config['maximumRadialSpacing'])) + return [result, data] + st11 = str(self.config['nPointsSlice']) + st12 = str(self.config['maximumRadialSpacing']) + st13 = str(self.config['deepestLayerID']) + st14 = str(self.config['shallowestLayerID']) + self.checkHorizontalInterpolation() + st15 = str(self.config['horizontalInterpolation']) + self.checkRadialInterpolation() + st16 = str(self.config['radialInterpolation']) + self.checkOutputSpatialCoords() + st17 = str(self.config['outputSpatialCoords']) + if self.config['reciprocal'] != True: # default to False + self.config['reciprocal'] = False + st18 = str(self.config['reciprocal']) + self.setAttributeIndices() + st19 = str(self.config['attributeIndices']) + arglist = [st5, st6, st7, st8, st9, st10, st11, st12, st13, st14, st15, st16, st17, st18, st19] + for arg in arglist[1:]: + cstrings.append(arg) + if self.check_nones(arglist): + print("Function: {}".format(self.config['function'])) + print(" Requires: modelFile, beginLatitude, beginLongitude, degDistanceToLastPoint, azimuthToLastPoint, nPointsSlice, maximumRadialSpacing, deepestLayerID, shallowestLayerID, outputSpatialCoords, attributeIndices") + print(" Optional: gridPath, horizontalInterpolation (defaults to linear), radialInterpolation (defaults to linear), reciprocal") + print(" Returns: data = ndarray of values along the slice") + result = subprocess.run(cstrings[:nstr-1], check=True, text=True, capture_output=self.config['captureOutput']) + data = 0 + else: + try: + #print([st1, st2, st3, st4, st5, st6, st7, st8, st9]) + result = subprocess.run(cstrings, check=True, text=True, capture_output=self.config['captureOutput']) + data = self.getOutput(result) + except: + print("Error, unable to run GeoTessExplorer.") + data = -1 + result.setStdout('Run failed. See stderr.') + result.setStderr("{} function error.".format(self.config['function'])) + return [result, data] + + def _execute_mapValues(self): + cstrings = self._common_strings() + nstr = len(cstrings) + st5 = cstrings[-1] + if self.config['gridPath'] is None: + st6 = '.' + else: + st6 = self.config['gridPath'] + [result, data, no_error] = self.check_map_bounds() + if no_error is False: + return [result, data] + st7 = str(self.config['beginLatitude']) + st8 = str(self.config['endLatitude']) + # Switch for integer number or spacing + if self.config['mapSpatialSamplingMode'] == 'number': + st9 = str(int(self.config['nLatitudeMap'])) + elif self.config['mapSpatialSamplingMode'] == 'spacing': + st9 = str(float(self.config['spacingLatitudeMap'])) + else: + st9 = str(float(self.config['spacingLatitudeMap'])) + st10 = str(self.config['beginLongitude']) + st11 = str(self.config['endLongitude']) + if self.config['mapSpatialSamplingMode'] == 'number': + st12 = str(int(self.config['nLongitudeMap'])) + elif self.config['mapSpatialSamplingMode'] == 'spacing': + st12 = str(float(self.config['spacingLongitudeMap'])) + else: + st12 = str(float(self.config['spacingLongitudeMap'])) + st13 = str(self.config['layerID']) + if self.config['function'] == 'mapValuesDepth': + st14 = str(self.config['pointDepth']) + else: + st14 = str(self.config['fractionalRadius']) + self.checkHorizontalInterpolation() + st15 = str(self.config['horizontalInterpolation']) + self.checkRadialInterpolation() + st16 = str(self.config['radialInterpolation']) + if self.config['reciprocal'] != True: # default to False + self.config['reciprocal'] = False + st17 = str(self.config['reciprocal']) + self.setAttributeIndices() + st18 = str(self.config['attributeIndices']) + arglist = [st5, st6, st7, st8, st9, st10, st11, st12, st13, st14, st15, st16, st17, st18] + for arg in arglist[1:]: + cstrings.append(arg) + if self.check_nones(arglist): + print("Function: {}".format(self.config['function'])) + print(" Requires: modelFile, beginLatitude, beginLongitude, endLatitude, endLongitude, layerID, attributeIndices, pointDepth (mapValuesDepth) or fractionalRadius (mapValuesLayer), mapSpatialSamplingMode (number or spacing)") + print(" Optional: gridPath, horizontalInterpolation (defaults to linear), radialInterpolation (defaults to linear), reciprocal") + print(" If mapSpatialSamplingMode == 'number', then nLongitudeMap and nLatitudeMap should be integers.") + print(" If mapSpatialSamplingMode == 'spacing', then spacingLongitudeMap and spacingLatitudeMap should be doubles.") + print(" Returns: data = ndarray of values for the map") + result = subprocess.run(cstrings[:nstr-1], check=True, text=True, capture_output=self.config['captureOutput']) + data = 0 + else: + try: + #print([st1, st2, st3, st4, st5, st6, st7, st8, st9]) + result = subprocess.run(cstrings, check=True, text=True, capture_output=self.config['captureOutput']) + data = self.getOutput(result) + except: + print("Error, unable to run GeoTessExplorer.") + data = -1 + result.setStdout('Run failed. See stderr.') + result.setStderr("{} function error.".format(self.config['function'])) + return [result, data] + + def _execute_mapLayerBoundary(self): + cstrings = self._common_strings() + nstr = len(cstrings) + st5 = cstrings[-1] + if self.config['gridPath'] is None: + st6 = '.' + else: + st6 = self.config['gridPath'] + [result, data, no_error] = self.check_map_bounds() + if no_error is False: + return [result, data] + st7 = str(self.config['beginLatitude']) + st8 = str(self.config['endLatitude']) + # Switch for integer number or spacing + if self.config['mapSpatialSamplingMode'] == 'number': + st9 = str(int(self.config['nLatitudeMap'])) + elif self.config['mapSpatialSamplingMode'] == 'spacing': + st9 = str(float(self.config['spacingLatitudeMap'])) + else: + st9 = str(float(self.config['spacingLatitudeMap'])) + st10 = str(self.config['beginLongitude']) + st11 = str(self.config['endLongitude']) + if self.config['mapSpatialSamplingMode'] == 'number': + st12 = str(int(self.config['nLongitudeMap'])) + elif self.config['mapSpatialSamplingMode'] == 'spacing': + st12 = str(float(self.config['spacingLongitudeMap'])) + else: + st12 = str(float(self.config['spacingLongitudeMap'])) + st13 = str(self.config['layerID']) + st14 = str(self.config['topOrBottomOfLayer']) + st15 = str(self.config['verticalOutputMode']) + self.checkHorizontalInterpolation() + st16 = str(self.config['horizontalInterpolation']) + arglist = [st5, st6, st7, st8, st9, st10, st11, st12, st13, st14, st15, st16] + for arg in arglist[1:]: + cstrings.append(arg) + if self.check_nones(arglist): + print("Function: {}".format(self.config['function'])) + print(" Requires: modelFile, beginLatitude, beginLongitude, endLatitude, endLongitude, layerID, mapSpatialSamplingMode, topOrBottomOfLayer, verticalOutputMode") + print(" Optional: gridPath, horizontalInterpolation (defaults to linear)") + print(" If mapSpatialSamplingMode == 'number', then nLongitudeMap and nLatitudeMap should be integers.") + print(" If mapSpatialSamplingMode == 'spacing', then spacingLongitudeMap and spacingLatitudeMap should be doubles.") + print(" Returns: data = ndarray of values for the map") + result = subprocess.run(cstrings[:nstr-1], check=True, text=True, capture_output=self.config['captureOutput']) + data = 0 + else: + try: + #print([st1, st2, st3, st4, st5, st6, st7, st8, st9]) + result = subprocess.run(cstrings, check=True, text=True, capture_output=self.config['captureOutput']) + data = self.getOutput(result) + except: + print("Error, unable to run GeoTessExplorer.") + data = -1 + result = ResultError(stdout="Run failed. See stderr", stderr="{} function error.".format(self.config['function'])) + return [result, data] + + def _execute_mapLayerThickness(self): + cstrings = self._common_strings() + nstr = len(cstrings) + st5 = cstrings[-1] + if self.config['gridPath'] is None: + st6 = '.' + else: + st6 = self.config['gridPath'] + [result, data, no_error] = self.check_map_bounds() + if no_error is False: + return [result, data] + st7 = str(self.config['beginLatitude']) + st8 = str(self.config['endLatitude']) + # Switch for integer number or spacing + if self.config['mapSpatialSamplingMode'] == 'number': + st9 = str(int(self.config['nLatitudeMap'])) + elif self.config['mapSpatialSamplingMode'] == 'spacing': + st9 = str(float(self.config['spacingLatitudeMap'])) + else: + st9 = str(float(self.config['spacingLatitudeMap'])) + st10 = str(self.config['beginLongitude']) + st11 = str(self.config['endLongitude']) + if self.config['mapSpatialSamplingMode'] == 'number': + st12 = str(int(self.config['nLongitudeMap'])) + elif self.config['mapSpatialSamplingMode'] == 'spacing': + st12 = str(float(self.config['spacingLongitudeMap'])) + else: + st12 = str(float(self.config['spacingLongitudeMap'])) + st13 = str(self.config['deepestLayerID']) + st14 = str(self.config['shallowestLayerID']) + self.checkHorizontalInterpolation() + st15 = str(self.config['horizontalInterpolation']) + arglist = [st5, st6, st7, st8, st9, st10, st11, st12, st13, st14, st15] + for arg in arglist[1:]: + cstrings.append(arg) + if self.check_nones(arglist): + print("Function: {}".format(self.config['function'])) + print(" Requires: modelFile, beginLatitude, beginLongitude, endLatitude, endLongitude, mapSpatialSamplingMode, deepestLayerID, shallowestLayerID") + print(" Optional: gridPath, horizontalInterpolation (defaults to linear), radialInterpolation (defaults to linear), reciprocal") + print(" If mapSpatialSamplingMode == 'number', then nLongitudeMap and nLatitudeMap should be integers.") + print(" If mapSpatialSamplingMode == 'spacing', then spacingLongitudeMap and spacingLatitudeMap should be doubles.") + print(" Returns: data = ndarray of values for the map") + result = subprocess.run(cstrings[:nstr-1], check=True, text=True, capture_output=self.config['captureOutput']) + data = 0 + else: + try: + #print([st1, st2, st3, st4, st5, st6, st7, st8, st9]) + result = subprocess.run(cstrings, check=True, text=True, capture_output=self.config['captureOutput']) + data = self.getOutput(result) + except: + print("Error, unable to run GeoTessExplorer.") + data = -1 + result = ResultError(stdout="Run failed. See stderr", stderr="{} function error.".format(self.config['function'])) + return [result, data] + + def _execute_values3DBlock(self): + cstrings = self._common_strings() + nstr = len(cstrings) + st5 = cstrings[-1] + if self.config['gridPath'] is None: + st6 = '.' + else: + st6 = self.config['gridPath'] + [result, data, no_error] = self.check_map_bounds() + if no_error is False: + return [result, data] + st7 = str(self.config['beginLatitude']) + st8 = str(self.config['endLatitude']) + # Switch for integer number or spacing + if self.config['mapSpatialSamplingMode'] == 'number': + st9 = str(int(self.config['nLatitudeMap'])) + elif self.config['mapSpatialSamplingMode'] == 'spacing': + st9 = str(float(self.config['spacingLatitudeMap'])) + else: + st9 = str(float(self.config['spacingLatitudeMap'])) + st10 = str(self.config['beginLongitude']) + st11 = str(self.config['endLongitude']) + if self.config['mapSpatialSamplingMode'] == 'number': + st12 = str(int(self.config['nLongitudeMap'])) + elif self.config['mapSpatialSamplingMode'] == 'spacing': + st12 = str(float(self.config['spacingLongitudeMap'])) + else: + st12 = str(float(self.config['spacingLongitudeMap'])) + st13 = str(self.config['deepestLayerID']) + st14 = str(self.config['shallowestLayerID']) + st15 = str(self.config['verticalOutputMode']) + st16 = str(self.config['maximumRadialSpacing']) + self.checkHorizontalInterpolation() + st17 = str(self.config['horizontalInterpolation']) + self.checkRadialInterpolation() + st18 = str(self.config['radialInterpolation']) + if self.config['reciprocal'] != True: # default to False + self.config['reciprocal'] = False + st19 = str(self.config['reciprocal']) + self.setAttributeIndices() + st20 = str(self.config['attributeIndices']) + arglist = [st5, st6, st7, st8, st9, st10, st11, st12, st13, st14, st15, st16, st17, st18, st19, st20] + for arg in arglist[1:]: + cstrings.append(arg) + if self.check_nones(arglist): + print("Function: {}".format(self.config['function'])) + print(" Requires: modelFile, beginLatitude, beginLongitude, endLatitude, endLongitude, mapSpatialSamplingMode, attributeIndices, deepestLayerID, shallowestLayerID, verticalOutputMode, maximumRadialSpacing") + print(" Optional: gridPath, horizontalInterpolation (defaults to linear), radialInterpolation (defaults to linear), reciprocal") + print(" If mapSpatialSamplingMode == 'number', then nLongitudeMap and nLatitudeMap should be integers.") + print(" If mapSpatialSamplingMode == 'spacing', then spacingLongitudeMap and spacingLatitudeMap should be doubles.") + print(" Returns: data = ndarray of values for the block") + result = subprocess.run(cstrings[:nstr-1], check=True, text=True, capture_output=self.config['captureOutput']) + data = 0 + else: + try: + #print([st1, st2, st3, st4, st5, st6, st7, st8, st9]) + result = subprocess.run(cstrings, check=True, text=True, capture_output=self.config['captureOutput']) + data = self.getOutput(result) + except: + print("Error, unable to run GeoTessExplorer.") + data = -1 + result = ResultError(stdout="Run failed. See stderr", stderr="{} function error.".format(self.config['function'])) + return [result, data] + + def _execute_function(self): + cstrings = self._common_strings() + nstr = len(cstrings) + st5 = cstrings[-1] + if self.config['gridPath'] is None: + st6 = '.' + else: + st6 = self.config['gridPath'] + st7 = str(self.config['attributeIndex0']) + st8 = self.config['secondModel'] + if self.config['secondGridPath'] is None: + st9 = '.' + else: + st9 = self.config['secondGridPath'] + st10 = str(self.config['attributeIndex1']) + st11 = self.config['geometryModel'] + if self.config['geometryModelPath'] is None: + st12 = '.' + else: + st12 = self.config['geometryModelPath'] + st13 = self.config['newModelFile'] + if self.config['gridOutputFile'] is not None: + st14 = self.config['gridOutputFile'] + else: + st14 = "null" + if self.config['functionIndex'] >= 0 and self.config['functionIndex'] <= 4: + st15 = str(self.config['functionIndex']) + else: + print("Error, unable to run GeoTessExplorer.") + data = -5 + result = ResultError(stdout="Inappropriate function value.", stderr="function must be between 0 and 4. 'functionIndex' value entered: {}".format(self.config['functionIndex'])) + return [result, data] + st16 = str(self.config['newAttributeName']) + st17 = str(self.config['newAttributeUnits']) + self.checkHorizontalInterpolation() + st18 = str(self.config['horizontalInterpolation']) + arglist = [st5, st6, st7, st8, st9, st10, st11, st12, st13, st14, st15, st16, st17, st18] + for arg in arglist[1:]: + cstrings.append(arg) + if self.check_nones(arglist): + print("Function: {}".format(self.config['function'])) + print(" Requires: modelFile, attributeIndex0, secondModel, attributeIndex1, geometryModel, newModelFile, functionIndex (integer between 0 and 4 inclusive), newAttributeName, newAttributeUnits") + print(" Optional: gridPath, horizontalInterpolation (defaults to linear), secondGridPath, geometryModelPath, gridOutputFile") + print(" Returns: data = 1 on successfully written newModelFile to disk") + result = subprocess.run(cstrings[:nstr-1], check=True, text=True, capture_output=self.config['captureOutput']) + data = 0 + else: + try: + result = subprocess.run(cstrings, check=True, text=True, capture_output=self.config['captureOutput']) + data = 1 + except: + print("Error, unable to run GeoTessExplorer.") + data = -1 + result = ResultError(stdout="Run failed. See stderr", stderr="{} function error.".format(self.config['function'])) + return [result, data] + + def _execute_vtkLayers(self): + cstrings = self._common_strings() + nstr = len(cstrings) + st5 = cstrings[-1] + if self.config['gridPath'] is None: + st6 = '.' + else: + st6 = self.config['gridPath'] + st7 = self.check_file_stub_string() + self.check_layer_indices() + st8 = str(self.config['layerIndices']) + if self.config['reciprocal'] != True: # default to False + self.config['reciprocal'] = False + st9 = str(self.config['reciprocal']) + self.setAttributeIndices() + st10 = str(self.config['attributeIndices']) + arglist = [st5, st6, st7, st8, st9, st10] + for arg in arglist[1:]: + cstrings.append(arg) + if self.check_nones(arglist): + print("Function: {}".format(self.config['function'])) + print(" Requires: modelFile, outputFileNameStub, layerIndices, attributeIndices") + print(" Optional: gridPath, reciprocal") + print(" Returns: data = 1 on successfully written newModelFile to disk") + result = subprocess.run(cstrings[:nstr-1], check=True, text=True, capture_output=self.config['captureOutput']) + data = 0 + else: + try: + result = subprocess.run(cstrings, check=True, text=True, capture_output=self.config['captureOutput']) + data = 1 + except: + print("Error, unable to run GeoTessExplorer.") + data = -1 + result = ResultError(stdout="Run failed. See stderr", stderr="{} function error.".format(self.config['function'])) + return [result, data] + + def _execute_vtkDepths(self): + cstrings = self._common_strings() + nstr = len(cstrings) + st5 = cstrings[-1] + if self.config['gridPath'] is None: + st6 = '.' + else: + st6 = self.config['gridPath'] + st7 = str(self.config['vtkOutputFileName']) + if self.check_vtk_extension(str(self.config['vtkOutputFileName'])) is False: + data = -2 + result = ResultError(stdout="Run failed. See stderr", stderr="{} function requires vtkOutputFileName end in '.vtk'.".format(self.config['function'])) + return [result, data] + st8 = str(self.config['layerID']) + st9 = str(self.config['firstDepth']) + st10 = str(self.config['lastDepth']) + st11 = str(self.config['depthSpacing']) + if self.config['reciprocal'] != True: # default to False + self.config['reciprocal'] = False + st12 = str(self.config['reciprocal']) + self.setAttributeIndices() + st13 = str(self.config['attributeIndices']) + arglist = [st5, st6, st7, st8, st9, st10, st11, st12, st13] + for arg in arglist[1:]: + cstrings.append(arg) + if self.check_nones(arglist): + print("Function: {}".format(self.config['function'])) + print(" Requires: modelFile, vtkOutputFileName, layerID, firstDepth, lastDepth, depthSpacing") + print(" Optional: gridPath, reciprocal") + print(" Returns: data = 1 on successfully written newModelFile to disk") + result = subprocess.run(cstrings[:nstr-1], check=True, text=True, capture_output=self.config['captureOutput']) + data = 0 + else: + try: + result = subprocess.run(cstrings, check=True, text=True, capture_output=self.config['captureOutput']) + data = 1 + except: + print("Error, unable to run GeoTessExplorer.") + data = -1 + result = ResultError(stdout="Run failed. See stderr", stderr="{} function error.".format(self.config['function'])) + return [result, data] + + def _execute_vtkDepths2(self): + cstrings = self._common_strings() + nstr = len(cstrings) + st5 = cstrings[-1] + if self.config['gridPath'] is None: + st6 = '.' + else: + st6 = self.config['gridPath'] + st7 = str(self.config['vtkOutputFileName']) + if self.check_vtk_extension(str(self.config['vtkOutputFileName'])) is False: + data = -2 + result = ResultError(stdout="Run failed. See stderr", stderr="{} function requires vtkOutputFileName end in '.vtk'.".format(self.config['function'])) + return [result, data] + st8 = str(self.config['layerID']) + self.check_depth_list() + st9 = str(self.config['depths']) + if self.config['reciprocal'] != True: # default to False + self.config['reciprocal'] = False + st10 = str(self.config['reciprocal']) + self.setAttributeIndices() + st11 = str(self.config['attributeIndices']) + arglist = [st5, st6, st7, st8, st9, st10, st11] + for arg in arglist[1:]: + cstrings.append(arg) + if self.check_nones(arglist): + print("Function: {}".format(self.config['function'])) + print(" Requires: modelFile, vtkOutputFileName, layerID, depths") + print(" Optional: gridPath, reciprocal") + print(" Returns: data = 1 on successfully written newModelFile to disk") + result = subprocess.run(cstrings[:nstr-1], check=True, text=True, capture_output=self.config['captureOutput']) + data = 0 + else: + try: + result = subprocess.run(cstrings, check=True, text=True, capture_output=self.config['captureOutput']) + data = 1 + except: + print("Error, unable to run GeoTessExplorer.") + data = -1 + result = ResultError(stdout="Run failed. See stderr", stderr="{} function error.".format(self.config['function'])) + return [result, data] + + def _execute_vtkLayerThickness(self): + cstrings = self._common_strings() + nstr = len(cstrings) + st5 = cstrings[-1] + if self.config['gridPath'] is None: + st6 = '.' + else: + st6 = self.config['gridPath'] + st7 = str(self.config['vtkOutputFileName']) + if self.check_vtk_extension(str(self.config['vtkOutputFileName'])) is False: + data = -2 + result = ResultError(stdout="Run failed. See stderr", stderr="{} function requires vtkOutputFileName end in '.vtk'.".format(self.config['function'])) + return [result, data] + st8 = str(self.config['deepestLayerID']) + st9 = str(self.config['shallowestLayerID']) + self.checkRadialInterpolation() + st10 = str(self.config['radialInterpolation']) + arglist = [st5, st6, st7, st8, st9, st10] + for arg in arglist[1:]: + cstrings.append(arg) + if self.check_nones(arglist): + print("Function: {}".format(self.config['function'])) + print(" Requires: modelFile, vtkOutputFileName, deepestLayerID, shallowestLayerID") + print(" Optional: gridPath, reciprocal, radialInterpolation") + print(" Returns: data = 1 on successfully written newModelFile to disk") + result = subprocess.run(cstrings[:nstr-1], check=True, text=True, capture_output=self.config['captureOutput']) + data = 0 + else: + try: + result = subprocess.run(cstrings, check=True, text=True, capture_output=self.config['captureOutput']) + data = 1 + except: + print("Error, unable to run GeoTessExplorer.") + data = -1 + result = ResultError(stdout="Run failed. See stderr", stderr="{} function error.".format(self.config['function'])) + return [result, data] + + def _execute_vtkLayerBoundary(self): + cstrings = self._common_strings() + nstr = len(cstrings) + st5 = cstrings[-1] + if self.config['gridPath'] is None: + st6 = '.' + else: + st6 = self.config['gridPath'] + st7 = str(self.config['vtkOutputFileName']) + if self.check_vtk_extension(str(self.config['vtkOutputFileName'])) is False: + data = -2 + result = ResultError(stdout="Run failed. See stderr", stderr="{} function requires vtkOutputFileName end in '.vtk'.".format(self.config['function'])) + return [result, data] + self.check_depthOrElevation() + st8 = str(self.config['depthOrElevation']) + self.checkRadialInterpolation() + st9 = str(self.config['radialInterpolation']) + arglist = [st5, st6, st7, st8, st9] + for arg in arglist[1:]: + cstrings.append(arg) + if self.check_nones(arglist): + print("Function: {}".format(self.config['function'])) + print(" Requires: modelFile, vtkOutputFileName") + print(" Optional: gridPath, radialInterpolation, depthOrElevation") + print(" Returns: data = 1 on successfully written newModelFile to disk") + result = subprocess.run(cstrings[:nstr-1], check=True, text=True, capture_output=self.config['captureOutput']) + data = 0 + else: + try: + result = subprocess.run(cstrings, check=True, text=True, capture_output=self.config['captureOutput']) + data = 1 + except: + print("Error, unable to run GeoTessExplorer.") + data = -1 + result = ResultError(stdout="Run failed. See stderr", stderr="{} function error.".format(self.config['function'])) + return [result, data] + + def _execute_vtkSlice(self): + cstrings = self._common_strings() + nstr = len(cstrings) + st5 = cstrings[-1] + if self.config['gridPath'] is None: + st6 = '.' + else: + st6 = self.config['gridPath'] + st7 = str(self.config['vtkOutputFileName']) + if self.check_vtk_extension(str(self.config['vtkOutputFileName'])) is False: + data = -2 + result = ResultError(stdout="Run failed. See stderr", stderr="{} function requires vtkOutputFileName end in '.vtk'.".format(self.config['function'])) + return [result, data] + [result, data, no_error] = self.check_map_bounds() + if no_error is False: + return [result, data] + st8 = str(self.config['beginLatitude']) + st9 = str(self.config['beginLongitude']) + st10 = str(self.config['endLatitude']) + st11 = str(self.config['endLongitude']) + if self.config['shortestPath'] != False: # default to True + self.config['shortestPath'] = True + st12 = str(self.config['shortestPath']) + if self.config['nPointsSlice'] < 0: + print("Error, nPointsSlice must be positive.") + data = -4 + result.setStdout('Run failed. See stderr.') + result.setStderr("{} function error. Input nPointsSlice: {}".format(self.config['function'], self.config['nPointsSlice'])) + return [result, data] + st13 = str(int(self.config['nPointsSlice'])) + if self.config['maximumRadialSpacing'] < 0: + print("Error, maximumRadialSpacing must be positive.") + data = -5 + result.setStdout('Run failed. See stderr.') + result.setStderr("{} function error. Input maximumRadialSpacing: {}".format(self.config['function'], self.config['maximumRadialSpacing'])) + return [result, data] + st14 = str(self.config['maximumRadialSpacing']) + st15 = str(self.config['deepestLayerID']) + st16 = str(self.config['shallowestLayerID']) + self.checkHorizontalInterpolation() + st17 = str(self.config['horizontalInterpolation']) + self.checkRadialInterpolation() + st18 = str(self.config['radialInterpolation']) + if self.config['reciprocal'] != True: # default to False + self.config['reciprocal'] = False + st19 = str(self.config['reciprocal']) + self.setAttributeIndices() + st20 = str(self.config['attributeIndices']) + arglist = [st5, st6, st7, st8, st9, st10, st11, st12, st13, st14, st15, st16, st17, st18, st19, st20] + for arg in arglist[1:]: + cstrings.append(arg) + if self.check_nones(arglist): + print("Function: {}".format(self.config['function'])) + print(" Requires: modelFile, vtkOutputFileName, beginLatitude, beginLongitude, endLatitude, endLongitude, nPointsSlice, maximumRadialSpacing, deepestLayerID, shallowestLayerID, attributeIndices") + print(" Optional: gridPath, shortestPath, horizontalInterpolation, radialInterpolation, reciprocal") + print(" Returns: data = 1 on successfully written newModelFile to disk") + result = subprocess.run(cstrings[:nstr-1], check=True, text=True, capture_output=self.config['captureOutput']) + data = 0 + else: + try: + result = subprocess.run(cstrings, check=True, text=True, capture_output=self.config['captureOutput']) + data = 1 + except: + print("Error, unable to run GeoTessExplorer.") + data = -1 + result = ResultError(stdout="Run failed. See stderr", stderr="{} function error.".format(self.config['function'])) + return [result, data] + + def _execute_vtkSolid(self): + cstrings = self._common_strings() + nstr = len(cstrings) + st5 = cstrings[-1] + if self.config['gridPath'] is None: + st6 = '.' + else: + st6 = self.config['gridPath'] + st7 = str(self.config['vtkOutputFileName']) + if self.check_vtk_extension(str(self.config['vtkOutputFileName'])) is False: + data = -2 + result = ResultError(stdout="Run failed. See stderr", stderr="{} function requires vtkOutputFileName end in '.vtk'.".format(self.config['function'])) + return [result, data] + if self.config['maximumRadialSpacing'] < 0: + print("Error, maximumRadialSpacing must be positive.") + data = -5 + result.setStdout('Run failed. See stderr.') + result.setStderr("{} function error. Input maximumRadialSpacing: {}".format(self.config['function'], self.config['maximumRadialSpacing'])) + return [result, data] + st8 = str(self.config['maximumRadialSpacing']) + st9 = str(self.config['deepestLayerID']) + st10 = str(self.config['shallowestLayerID']) + self.checkHorizontalInterpolation() + st11 = str(self.config['horizontalInterpolation']) + self.checkRadialInterpolation() + st12 = str(self.config['radialInterpolation']) + if self.config['reciprocal'] != True: # default to False + self.config['reciprocal'] = False + st13 = str(self.config['reciprocal']) + self.setAttributeIndices() + st14 = str(self.config['attributeIndices']) + arglist = [st5, st6, st7, st8, st9, st10, st11, st12, st13, st14] + for arg in arglist[1:]: + cstrings.append(arg) + if self.check_nones(arglist): + print("Function: {}".format(self.config['function'])) + print(" Requires: modelFile, vtkOutputFileName, maximumRadialSpacing, deepestLayerID, shallowestLayerID, attributeIndices") + print(" Optional: gridPath, shortestPath, horizontalInterpolation, radialInterpolation, reciprocal") + print(" Returns: data = 1 on successfully written newModelFile to disk") + result = subprocess.run(cstrings[:nstr-1], check=True, text=True, capture_output=self.config['captureOutput']) + data = 0 + else: + try: + result = subprocess.run(cstrings, check=True, text=True, capture_output=self.config['captureOutput']) + data = 1 + except: + print("Error, unable to run GeoTessExplorer.") + data = -1 + result = ResultError(stdout="Run failed. See stderr", stderr="{} function error.".format(self.config['function'])) + return [result, data] + + def _execute_vtk3DBlock(self): + cstrings = self._common_strings() + st5 = cstrings[-1] + nstr = len(cstrings) + if self.config['gridPath'] is None: + st6 = '.' + else: + st6 = self.config['gridPath'] + st7 = str(self.config['vtkOutputFileName']) + if self.check_vtk_extension(str(self.config['vtkOutputFileName'])) is False: + data = -2 + result = ResultError(stdout="Run failed. See stderr", stderr="{} function requires vtkOutputFileName end in '.vtk'.".format(self.config['function'])) + return [result, data] + [result, data, no_error] = self.check_map_bounds() + if no_error is False: + return [result, data] + st8 = str(self.config['beginLatitude']) + st9 = str(self.config['endLatitude']) + # Switch for integer number or spacing + if self.config['mapSpatialSamplingMode'] == 'number': + st10 = str(int(self.config['nLatitudeMap'])) + elif self.config['mapSpatialSamplingMode'] == 'spacing': + st10 = str(float(self.config['spacingLatitudeMap'])) + else: + st10 = str(float(self.config['spacingLatitudeMap'])) + st11 = str(self.config['beginLongitude']) + st12 = str(self.config['endLongitude']) + if self.config['mapSpatialSamplingMode'] == 'number': + st13 = str(int(self.config['nLongitudeMap'])) + elif self.config['mapSpatialSamplingMode'] == 'spacing': + st13 = str(float(self.config['spacingLongitudeMap'])) + else: + st13 = str(float(self.config['spacingLongitudeMap'])) + st14 = str(self.config['deepestLayerID']) + st15 = str(self.config['shallowestLayerID']) + st16 = str(self.config['verticalOutputMode']) + st17 = str(self.config['maximumRadialSpacing']) + self.checkHorizontalInterpolation() + st18 = str(self.config['horizontalInterpolation']) + self.checkRadialInterpolation() + st19 = str(self.config['radialInterpolation']) + if self.config['reciprocal'] != True: # default to False + self.config['reciprocal'] = False + st20 = str(self.config['reciprocal']) + self.setAttributeIndices() + st21 = str(self.config['attributeIndices']) + arglist = [st5, st6, st7, st8, st9, st10, st11, st12, st13, st14, st15, st16, st17, st18, st19, st20, st21] + for arg in arglist[1:]: + cstrings.append(arg) + if self.check_nones(arglist): + print("Function: {}".format(self.config['function'])) + print(" Requires: modelFile, vtkOutputFileName, beginLatitude, beginLongitude, endLatitude, endLongitude, mapSpatialSamplingMode, attributeIndices, deepestLayerID, shallowestLayerID, verticalOutputMode, maximumRadialSpacing") + print(" Optional: gridPath, horizontalInterpolation (defaults to linear), radialInterpolation (defaults to linear), reciprocal") + print(" If mapSpatialSamplingMode == 'number', then nLongitudeMap and nLatitudeMap should be integers.") + print(" If mapSpatialSamplingMode == 'spacing', then spacingLongitudeMap and spacingLatitudeMap should be doubles.") + print(" Returns: 1 on success") + result = subprocess.run(cstrings[:nstr-1], check=True, text=True, capture_output=self.config['captureOutput']) + data = 0 + else: + try: + #print([st1, st2, st3, st4, st5, st6, st7, st8, st9]) + result = subprocess.run(cstrings, check=True, text=True, capture_output=self.config['captureOutput']) + data = 1 + except: + print("Error, unable to run GeoTessExplorer.") + data = -1 + result = ResultError(stdout="Run failed. See stderr", stderr="{} function error.".format(self.config['function'])) + return [result, data] + + def _execute_vtkPoints(self): + cstrings = self._common_strings() + nstr = len(cstrings) + cstrings.pop() + st5 = str(self.config['inputPointsFile']) + if self.check_vtk_extension(str(self.config['vtkOutputFileName'])) is False: + data = -2 + result = ResultError(stdout="Run failed. See stderr", stderr="{} function requires vtkOutputFileName end in '.vtk'.".format(self.config['function'])) + return [result, data] + st6 = str(self.config['vtkOutputFileName']) + arglist = [st5, st6] + for arg in arglist: + cstrings.append(arg) + if self.check_nones(arglist): + print("Function: {}".format(self.config['function'])) + print(" Requires: inputPointsFile, vtkOutputFileName") + print(" Optional: None") + print(" Returns: 1 on success") + result = subprocess.run(cstrings[:nstr-1], check=True, text=True, capture_output=self.config['captureOutput']) + data = 0 + else: + try: + result = subprocess.run(cstrings, check=True, text=True, capture_output=self.config['captureOutput']) + data = 1 + except: + print("Error, unable to run GeoTessExplorer.") + data = -1 + result = ResultError(stdout="Run failed. See stderr", stderr="{} function error.".format(self.config['function'])) + return [result, data] + + def _execute_vtkRobinson(self): + cstrings = self._common_strings() + st5 = cstrings[-1] + nstr = len(cstrings) + if self.config['gridPath'] is None: + st6 = '.' + else: + st6 = self.config['gridPath'] + st7 = str(self.config['vtkOutputFileName']) + if self.check_vtk_extension(str(self.config['vtkOutputFileName'])) is False: + data = -2 + result = ResultError(stdout="Run failed. See stderr", stderr="{} function requires vtkOutputFileName end in '.vtk'.".format(self.config['function'])) + return [result, data] + if self.checkLongitude(self.config['centerLongitude']) is False: + data = -2 + result = ResultError(stdout="Run failed. See stderr", stderr="{} function error. centerLongitude must be between -180 and 360 ".format(self.config['function'])) + return [result, data] + st8 = str(self.config['centerLongitude']) + st9 = str(self.config['pointDepth']) + st10 = str(self.config['layerID']) + if self.config['radiusOutOfRangeAllowed'] != True: + self.config['radiusOutOfRangeAllowed'] = False + st11 = str(self.config['radiusOutOfRangeAllowed']) + self.checkRadialInterpolation() + st12 = str(self.config['radialInterpolation']) + if self.config['reciprocal'] != True: # default to False + self.config['reciprocal'] = False + st13 = str(self.config['reciprocal']) + self.setAttributeIndices() + st14 = str(self.config['attributeIndices']) + arglist = [st5, st6, st7, st8, st9, st10, st11, st12, st13, st14] + for arg in arglist[1:]: + cstrings.append(arg) + if self.check_nones(arglist): + print("Function: {}".format(self.config['function'])) + print(" Requires: modelFile, vtkOutputFileName, centerLongitude, pointDepth, attributeIndices, layerID") + print(" Optional: gridPath, radialInterpolation (defaults to linear), reciprocal, radiusOutOfRangeAllowed (defaults to False)") + print(" Returns: 1 on success") + result = subprocess.run(cstrings[:nstr-1], check=True, text=True, capture_output=self.config['captureOutput']) + data = 0 + else: + try: + #print([st1, st2, st3, st4, st5, st6, st7, st8, st9]) + result = subprocess.run(cstrings, check=True, text=True, capture_output=self.config['captureOutput']) + data = 1 + except: + print("Error, unable to run GeoTessExplorer.") + data = -1 + result = ResultError(stdout="Run failed. See stderr", stderr="{} function error.".format(self.config['function'])) + return [result, data] + + def _execute_vtkRobinsonLayers(self): + cstrings = self._common_strings() + nstr = len(cstrings) + st5 = cstrings[-1] + if self.config['gridPath'] is None: + st6 = '.' + else: + st6 = self.config['gridPath'] + st7 = self.check_file_stub_string_int() + if self.checkLongitude(self.config['centerLongitude']) is False: + data = -2 + result = ResultError(stdout="Run failed. See stderr", stderr="{} function error. centerLongitude must be between -180 and 360 ".format(self.config['function'])) + return [result, data] + st8 = str(self.config['centerLongitude']) + self.check_layer_indices() + st9 = str(self.config['layerIndices']) + if self.config['reciprocal'] != True: # default to False + self.config['reciprocal'] = False + st10 = str(self.config['reciprocal']) + self.setAttributeIndices() + st11 = str(self.config['attributeIndices']) + arglist = [st5, st6, st7, st8, st9, st10, st11] + for arg in arglist[1:]: + cstrings.append(arg) + if self.check_nones(arglist): + print("Function: {}".format(self.config['function'])) + print(" Requires: modelFile, outputFileNameStub, centerLongitude, attributeIndices, layerIndices") + print(" Optional: gridPath, reciprocal") + print(" Returns: 1 on success") + result = subprocess.run(cstrings[:nstr-1], check=True, text=True, capture_output=self.config['captureOutput']) + data = 0 + else: + try: + #print([st1, st2, st3, st4, st5, st6, st7, st8, st9]) + result = subprocess.run(cstrings, check=True, text=True, capture_output=self.config['captureOutput']) + data = 1 + except: + print("Error, unable to run GeoTessExplorer.") + data = -1 + result = ResultError(stdout="Run failed. See stderr", stderr="{} function error.".format(self.config['function'])) + return [result, data] + + def _execute_vtkRobinsonPoints(self): + cstrings = self._common_strings() + nstr = len(cstrings) + cstrings.pop() + st5 = str(self.config['inputPointsFile']) + if self.check_vtk_extension(str(self.config['vtkOutputFileName'])) is False: + data = -2 + result = ResultError(stdout="Run failed. See stderr", stderr="{} function requires vtkOutputFileName end in '.vtk'.".format(self.config['function'])) + return [result, data] + st6 = str(self.config['vtkOutputFileName']) + if self.checkLongitude(self.config['centerLongitude']) is False: + data = -2 + result = ResultError(stdout="Run failed. See stderr", stderr="{} function error. centerLongitude must be between -180 and 360 ".format(self.config['function'])) + return [result, data] + st7 = str(self.config['centerLongitude']) + arglist = [st5, st6, st7] + for arg in arglist: + cstrings.append(arg) + if self.check_nones(arglist): + print("Function: {}".format(self.config['function'])) + print(" Requires: inputPointsFile, vtkOutputFileName, centerLongitude") + print(" Optional: None") + print(" Returns: 1 on success") + result = subprocess.run(cstrings[:nstr-1], check=True, text=True, capture_output=self.config['captureOutput']) + data = 0 + else: + try: + result = subprocess.run(cstrings, check=True, text=True, capture_output=self.config['captureOutput']) + data = 1 + except: + print("Error, unable to run GeoTessExplorer.") + data = -1 + result = ResultError(stdout="Run failed. See stderr", stderr="{} function error.".format(self.config['function'])) + return [result, data] + + def _execute_vtkRobinsonTriangleSize(self): + cstrings = self._common_strings() + nstr = len(cstrings) + st5 = cstrings[-1] + if self.config['gridPath'] is None: + st6 = '.' + else: + st6 = self.config['gridPath'] + if self.check_vtk_extension(str(self.config['vtkOutputFileName'])) is False: + data = -2 + result = ResultError(stdout="Run failed. See stderr", stderr="{} function requires vtkOutputFileName end in '.vtk'.".format(self.config['function'])) + return [result, data] + st7 = str(self.config['vtkOutputFileName']) + st8 = str(self.config['layerID']) + if self.checkLongitude(self.config['centerLongitude']) is False: + data = -2 + result = ResultError(stdout="Run failed. See stderr", stderr="{} function error. centerLongitude must be between -180 and 360 ".format(self.config['function'])) + return [result, data] + st9 = str(self.config['centerLongitude']) + arglist = [st5, st6, st7, st8, st9] + for arg in arglist[1:]: + cstrings.append(arg) + if self.check_nones(arglist): + print("Function: {}".format(self.config['function'])) + print(" Requires: modelFile (can be a grid), vtkOutputFileName, layerID, centerLongitude") + print(" Optional: gridPath") + print(" Returns: 1 on success") + result = subprocess.run(cstrings[:nstr-1], check=True, text=True, capture_output=self.config['captureOutput']) + data = 0 + else: + try: + result = subprocess.run(cstrings, check=True, text=True, capture_output=self.config['captureOutput']) + data = 1 + except: + print("Error, unable to run GeoTessExplorer.") + data = -1 + result = ResultError(stdout="Run failed. See stderr", stderr="{} function error.".format(self.config['function'])) + return [result, data] + + def _execute_vtkLayerAverage(self): + cstrings = self._common_strings() + nstr = len(cstrings) + st5 = cstrings[-1] + if self.check_vtk_extension(str(self.config['vtkOutputFileName'])) is False: + data = -2 + result = ResultError(stdout="Run failed. See stderr", stderr="{} function requires vtkOutputFileName end in '.vtk'.".format(self.config['function'])) + return [result, data] + st6 = str(self.config['vtkOutputFileName']) + st7 = str(self.config['layerID']) + self.setAttributeIndices() + st8 = str(self.config['attributeIndices']) + arglist = [st5, st6, st7] + for arg in arglist[1:]: + cstrings.append(arg) + if self.config['attributeIndices'] is not None: + cstrings.append(st8) + if self.check_nones(arglist): + print("Function: {}".format(self.config['function'])) + print(" Requires: modelFile, vtkOutputFileName, layerID") + print(" Optional: attributeIndices") + print(" Returns: 1 on success") + result = subprocess.run(cstrings[:nstr-1], check=True, text=True, capture_output=self.config['captureOutput']) + data = 0 + else: + try: + result = subprocess.run(cstrings, check=True, text=True, capture_output=self.config['captureOutput']) + data = 1 + except: + print("Error, unable to run GeoTessExplorer.") + data = -1 + result = ResultError(stdout="Run failed. See stderr", stderr="{} function error.".format(self.config['function'])) + return [result, data] + + def _execute_getLatitudes(self): + cstrings = self._common_strings() + nstr = len(cstrings) + cstrings.pop() + if self.checkLatitude(self.config['beginLatitude']) is False: + data = -91 + result = ResultError(stdout="beginLatitude malformed.", stderr = "{} function got malformed beginLatitude: {}.".format(self.config['function'], self.config['beginLatitude'])) + return [result, data] + if self.checkLatitude(self.config['endLatitude']) is False: + data = -92 + result = ResultError(stdout="endLatitude malformed.", stderr = "{} function got malformed endLatitude: {}.".format(self.config['function'], self.config['endLatitude'])) + return [result, data] + st5 = str(self.config['beginLatitude']) + st6 = str(self.config['endLatitude']) + if self.config['mapSpatialSamplingMode'] == 'number': + st7 = str(int(self.config['nLatitudeMap'])) + elif self.config['mapSpatialSamplingMode'] == 'spacing': + st7 = str(float(self.config['spacingLatitudeMap'])) + else: + st7 = str(float(self.config['spacingLatitudeMap'])) + arglist = [st5, st6, st7] + for arg in arglist: + cstrings.append(arg) + if self.check_nones(arglist): + print("Function: {}".format(self.config['function'])) + print(" Requires: beginLatitude, beginLatitude, mapSpatialSamplingMode, [nLatitudeMap or spacingLatitudeMap]") + print(" Optional: None") + print(" Note: if mapSpatialSamplingMode is 'number', give nLatitudeMap for number of latitude values to return.") + print(" if mapSpatialSamplingMode is 'spacing', give spacingLatitudeMap for step size in latitude, aka dy.") + print(" Defaults to spacing mode.") + print(" Returns: array of latitudes on success") + result = subprocess.run(cstrings[:nstr-1], check=True, text=True, capture_output=self.config['captureOutput']) + data = 0 + else: + try: + result = subprocess.run(cstrings, check=True, text=True, capture_output=self.config['captureOutput']) + data = self.getOutput(result) + except: + print("Error, unable to run GeoTessExplorer.") + data = -1 + result = ResultError(stdout="Run failed. See stderr", stderr="{} function error.".format(self.config['function'])) + return [result, data] + + def _execute_getLongitudes(self): + cstrings = self._common_strings() + nst = len(cstrings) + cstrings.pop() + if self.checkLongitude(self.config['beginLongitude']) is False: + data = -181 + result = ResultError(stdout="beginLongitude malformed.", stderr = "{} function got malformed beginLongitude: {}.".format(self.config['function'], self.config['beginLongitude'])) + return [result, data] + if self.checkLongitude(self.config['endLongitude']) is False: + data = -182 + result = ResultError(stdout="endLongitude malformed.", stderr = "{} function got malformed endLongitude: {}.".format(self.config['function'], self.config['endLongitude'])) + return [result, data] + st5 = str(self.config['beginLongitude']) + st6 = str(self.config['endLongitude']) + if self.config['mapSpatialSamplingMode'] == 'number': + st7 = str(int(self.config['nLongitudeMap'])) + elif self.config['mapSpatialSamplingMode'] == 'spacing': + st7 = str(float(self.config['spacingLongitudeMap'])) + else: + st7 = str(float(self.config['spacingLongitudeMap'])) + arglist = [st5, st6, st7] + for arg in arglist: + cstrings.append(arg) + if self.check_nones(arglist): + print("Function: {}".format(self.config['function'])) + print(" Requires: beginLatitude, beginLatitude, mapSpatialSamplingMode, [nLongitudeMap or spacingLongitudeMap]") + print(" Optional: None") + print(" Note: if mapSpatialSamplingMode is 'number', give nLongitudeMap for number of longitude values to return.") + print(" if mapSpatialSamplingMode is 'spacing', give spacingLongitudeMap for step size in longitude, aka dx.") + print(" Defaults to spacing mode.") + print(" Returns: array of longitudes on success") + result = subprocess.run(cstrings[:nstr-1], check=True, text=True, capture_output=self.config['captureOutput']) + data = 0 + else: + try: + result = subprocess.run(cstrings, check=True, text=True, capture_output=self.config['captureOutput']) + data = self.getOutput(result) + except: + print("Error, unable to run GeoTessExplorer.") + data = -1 + result = ResultError(stdout="Run failed. See stderr", stderr="{} function error.".format(self.config['function'])) + return [result, data] + + def _execute_getDistanceDegrees(self): + cstrings = self._common_strings() + nstr = len(cstrings) + cstrings.pop() + [result, data, no_error] = self.check_map_bounds() + if no_error is False: + return [result, data] + st5 = str(self.config['beginLatitude']) + st6 = str(self.config['beginLongitude']) + st7 = str(self.config['endLatitude']) + st8 = str(self.config['endLongitude']) + if self.config['nPointsSlice'] < 0: + print("Error, nPointsSlice must be positive.") + data = -4 + result.setStdout('Run failed. See stderr.') + result.setStderr("{} function error. Input nPointsSlice: {}".format(self.config['function'], self.config['nPointsSlice'])) + return [result, data] + st9 = str(int(self.config['nPointsSlice'])) + arglist = [st5, st6, st7, st8, st9] + for arg in arglist: + cstrings.append(arg) + if self.check_nones(arglist): + print("Function: {}".format(self.config['function'])) + print(" Requires: beginLatitude, beginLatitude, endLatitude, endLongitude, nPointsSlice") + print(" Optional: None") + print(" Returns: NDArray of distances in degrees along the great circle from begin to end.") + result = subprocess.run(cstrings[:nstr-1], check=True, text=True, capture_output=self.config['captureOutput']) + data = 0 + else: + try: + result = subprocess.run(cstrings, check=True, text=True, capture_output=self.config['captureOutput']) + data = self.getOutput(result) + except: + print("Error, unable to run GeoTessExplorer.") + data = -1 + result = ResultError(stdout="Run failed. See stderr", stderr="{} function error.".format(self.config['function'])) + return [result, data] + + def _execute_translatePolygon(self): + cstrings = self._common_strings() + nstr = len(cstrings) + cstrings.pop() + ext = self.config['inputPolygon'][-4:] + if ext not in ['.kml', '.kmz']: + print("Error, inputPolygon must end in .kml or .kmz") + result = ResultError(stdout="translatePolygon given bad inputPolygon file name. Must end in .kml or .kmz", stderr="bad inputPolygon: {}. Must end in .kml or .kmz. ".format(self.config['inputPolygon'])) + data = -4 + return [result, data] + st5 = str(self.config['inputPolygon']) + st6 = str(self.config['outputPolygon']) + arglist = [st5, st6] + for arg in arglist: + cstrings.append(arg) + if self.check_nones(arglist): + print("Function: {}".format(self.config['function'])) + print(" Requires: inputPolygon, outputPolygon") + print(" Optional: None") + print(" Returns: 1 on success.") + result = subprocess.run(cstrings[:nstr-1], check=True, text=True, capture_output=self.config['captureOutput']) + data = 0 + else: + try: + result = subprocess.run(cstrings, check=True, text=True, capture_output=self.config['captureOutput']) + data = 1 + except: + print("Error, unable to run GeoTessExplorer.") + data = -1 + result = ResultError(stdout="Run failed. See stderr", stderr="{} function error.".format(self.config['function'])) + return [result, data] + + def _execute_extractSiteTerms(self): + cstrings = self._common_strings() + nstr = len(cstrings) + st5 = cstrings[-1] + if self.config['gridPath'] is None: + st6 = '.' + else: + st6 = self.config['gridPath'] + arglist = [st5, st6] + for arg in arglist[1:]: + cstrings.append(arg) + if self.check_nones(arglist): + print(" Requires: modelFile") + print(" Optional: gridPath") + print(" Returns: DataFrame containing station, lat, lon, elev, ondate, offdate, site terms") + result = subprocess.run(cstrings[:nstr-1], check=True, text=True, capture_output=self.config['captureOutput']) + data = 0 + else: + try: + result = subprocess.run(cstrings, check=True, text=True, capture_output=self.config['captureOutput']) + data = self.getOutput(result) + #data = self.getSiteTerms(result.stdout, mode='string') + except: + print("Error, unable to run GeoTessExplorer.") + result = ResultError(stdout="Run failed. See stderr", stderr="ExtractSiteTerms Failed. Make sure GeoTessModel ClassName is GeoTessModelSiteData.") + data = -1 + return [result, data] + + def _execute_replaceSiteTerms(self): + cstrings = self._common_strings() + nstr = len(cstrings) + st5 = cstrings[-1] + if self.config['gridPath'] is None: + st6 = '.' + else: + st6 = self.config['gridPath'] + st7 = str(self.config['newSiteTermFile']) + st8 = str(self.config['newModelFile']) + arglist = [st5, st6, st7, st8] + for arg in arglist[1:]: + cstrings.append(arg) + if self.check_nones(arglist): + print(" Requires: modelFile, newSiteTermFile, newModelFile") + print(" Optional: gridPath") + print(" Returns: 1 on success") + print(" ") + print(" The newSiteTermFile can be written from a DataFrame with 'writeSiteTermsDFtoFile'") + result = subprocess.run(cstrings[:nstr-1], check=True, text=True, capture_output=self.config['captureOutput']) + data = 0 + else: + try: + result = subprocess.run(cstrings, check=True, text=True, capture_output=self.config['captureOutput']) + data = 1 + #data = self.getSiteTerms(result.stdout, mode='string') + except: + print("Error, unable to run GeoTessExplorer.") + result = ResultError(stdout="Run failed. See stderr", stderr="replaceSiteTerms Failed. Make sure GeoTessModel ClassName is GeoTessModelSiteData.") + data = -1 + return [result, data] + + def _execute_extractPathDependentUncertaintyRSTT(self): + cstrings = self._common_strings() + nstr = len(cstrings) + st5 = cstrings[-1] + if self.config['gridPath'] is None: + st6 = '.' + else: + st6 = self.config['gridPath'] + if self.checkRSTT() is False: + print("Error, unable to run GeoTessExplorer.") + result = ResultError(stdout="Run failed. See stderr", stderr="Check RSTT_FileNameStub: {} contains (braces and outside triple quote required) and RSTT_OutputType is one of 'binary', 'ascii', or 'geotess'. Given: {}".format(str(self.config['RSTT_FileNameStub']), str(self.config['RSTT_OutputType']))) + data = -2 + return [result, data] + st7 = self.config['RSTT_FileNameStub'] + st8 = str(self.config['RSTT_OutputType']) + arglist = [st5, st6, st7, st8] + for arg in arglist[1:]: + cstrings.append(arg) + if self.check_nones(arglist): + print(" Requires: modelFile, RSTT_FileNameStub, RSTT_OutputType") + print(" Optional: gridPath") + print(" Returns: 1 on success") + result = subprocess.run(cstrings[:nstr-1], check=True, text=True, capture_output=self.config['captureOutput']) + data = 0 + else: + try: + result = subprocess.run(cstrings, check=True, text=True, capture_output=self.config['captureOutput']) + for line in result.stdout.split("\n"): + strings = line.split(" ") + if strings[0] == "Writing": + fname = strings[2] + fnam = fname.replace("'", "") + os.rename(fname, fnam) + data = 1 + except: + print("Error, unable to run GeoTessExplorer.") + result = ResultError(stdout="Run failed. See stderr", stderr="extractPathDependentUncertaintyRSTT Failed. Make sure GeoTessModel ClassName is GeoTessModelSLBM.") + data = -1 + return [result, data] + + def _execute_replacePathDependentUncertaintyRSTT(self): + cstrings = self._common_strings() + nstr = len(cstrings) + st5 = cstrings[-1] + if self.config['gridPath'] is None: + st6 = '.' + else: + st6 = self.config['gridPath'] + self.config['RSTT_OutputType'] = 'geotess' + if self.checkRSTT() is False: + print("Error, unable to run GeoTessExplorer.") + result = ResultError(stdout="Run failed. See stderr", stderr="Check RSTT_FileNameStub: {} contains (braces and triple quote included)".format(str(self.config['RSTT_FileNameStub']))) + data = -2 + return [result, data] + st7 = self.config['RSTT_FileNameStub'] + st8 = str(self.config['newModelFile']) + arglist = [st5, st6, st7, st8] + for arg in arglist[1:]: + cstrings.append(arg) + if self.check_nones(arglist): + print(" Requires: modelFile, RSTT_FileNameStub, newModelFile") + print(" Optional: gridPath") + print(" Returns: 1 on success") + result = subprocess.run(cstrings[:nstr-1], check=True, text=True, capture_output=self.config['captureOutput']) + data = 0 + else: + try: + result = subprocess.run(cstrings, check=True, text=True, capture_output=self.config['captureOutput']) + data = 1 + except: + print("Error, unable to run GeoTessExplorer.") + result = ResultError(stdout="Run failed. See stderr", stderr="extractPathDependentUncertaintyRSTT Failed. Make sure GeoTessModel ClassName is GeoTessModelSLBM.") + data = -1 + return [result, data] + + def _execute_renameLayer(self): + cstrings = self._common_strings() + nstr = len(cstrings) + st5 = cstrings[-1] + if self.config['gridPath'] is None: + st6 = '.' + else: + st6 = self.config['gridPath'] + st7 = str(self.config['newModelFile']) + st8 = str(self.config['oldLayerName']) + st9 = str(self.config['newLayerName']) + arglist = [st5, st6, st7, st8, st9] + for arg in arglist[1:]: + cstrings.append(arg) + if self.check_nones(arglist): + print(" Requires: modelFile, newModelFile, oldLayerName, newLayerName") + print(" Optional: None") + print(" Returns: 1 on success") + result = subprocess.run(cstrings[:nstr-1], check=True, text=True, capture_output=self.config['captureOutput']) + data = 0 + else: + try: + result = subprocess.run(cstrings, check=True, text=True, capture_output=self.config['captureOutput']) + data = 1 + except: + print("Error, unable to run GeoTessExplorer.") + result = ResultError(stdout="Run failed. See stderr", stderr="{}. Function failed. Params: modelFile: {}. newModelFile: {}. oldLayerName: {}. newLayerName: {}".format(self.config['function'], self.config['modelFile'], self.config['newModelFile'], self.config['oldLayerName'], self.config['newLayerName'])) + data = -1 + return [result, data] + + + def checkRSTT(self): + if self.config['RSTT_OutputType'] not in ['ascii', 'binary', 'geotess']: + return False + if "''" in self.config['RSTT_FileNameStub']: + return True + elif "" in self.config['RSTT_FileNameStub']: + return True + else: + return False + return True + + + def check_file_stub_string(self): + if "%d" or "%s" in self.config['outputFileNameStub']: + return str(self.config['outputFileNameStub']) + else: + return None + return + + def check_file_stub_string_int(self): + if "%d" in self.config['outputFileNameStub']: + return str(self.config['outputFileNameStub']) + else: + return None + return + + def check_depth_list(self): + if isinstance(self.config['depths'], str): + self.config['depths'] = self.config['depths'].replace(" ", "") + elif isinstance(self.config['depths'], list): + tmp = "" + for val in self.config['depths']: + if val != self.config['depths'][-1]: + tmp += str(val) + "," + else: + tmp += str(val) + self.config['depths'] = tmp + else: + self.config['depths'] = None + return + + def check_layer_indices(self): + if isinstance(self.config['layerIndices'], str): + self.config['layerIndices'] = self.config['layerIndices'].replace(" ", "") + elif isinstance(self.config['layerIndices'], list): + tmp = "" + for val in self.config['layerIndices']: + if val != self.config['layerIndices'][-1]: + tmp += str(val) + "," + else: + tmp += str(val) + self.config['layerIndices'] = tmp + else: + self.config['layerIndices'] = None + return + + def check_map_bounds(self): + result = ResultError(stdout=None, stderr=None) + data = 0 + no_errors = True + if self.checkLatitude(self.config['beginLatitude']) is False: + print("Error, latitude must be between -90 and 90.") + data += -2 + result.appendStdout('Run failed. See stderr.') + result.appendStderr("{} function error. Input beginLatitude: {}".format(self.config['function'], self.config['beginLatitude'])) + no_errors = False + if self.checkLongitude(self.config['beginLongitude']) is False: + print("Error, longitude must be between -180 and 360.") + data += -3 + result.appendStdout('Run failed. See stderr.') + result.appendStderr("{} function error. Input beginLongitude: {}".format(self.config['function'], self.config['beginLongitude'])) + no_errors = False + if self.checkLatitude(self.config['endLatitude']) is False: + print("Error, latitude must be between -90 and 90.") + data += -2 + result.appendStdout('Run failed. See stderr.') + result.appendStderr("{} function error. Input endLatitude: {}".format(self.config['function'], self.config['endLatitude'])) + no_errors = False + if self.checkLongitude(self.config['endLongitude']) is False: + print("Error, longitude must be between -180 and 360.") + data += -3 + result.appendStdout('Run failed. See stderr.') + result.appendStderr("{} function error. Input endLongitude: {}".format(self.config['function'], self.config['endLongitude'])) + no_errors = False + return [result, data, no_errors] + + @staticmethod + def check_vtk_extension(mystring): + if mystring[-4:] != ".vtk": + return False + return True + + + @staticmethod + def check_nones(arglist): + for arg in arglist: + if arg is None or arg == 'None': + return True + return False + + def checkOutputSpatialCoords(self): + if isinstance(self.config['outputSpatialCoords'], str): + self.config['outputSpatialCoords'] = self.config['outputSpatialCoords'].replace(" ", "") + else: + tmp = "" + for val in self.config['outputSpatialCoords']: + if val in ['distance', 'depth', 'radius', 'x' 'y', 'z', 'lat', 'lon']: + if val != self.config['outputSpatialCoords'][-1]: + tmp += str(val) + "," + else: + tmp += str(val) + self.config['outputSpatialCoords'] = tmp + return + + def checkVerticalOutputMode(self): + if self.config['verticalOutputMode'] is None: + self.config['verticalOutputMode'] = 'radius' + elif self.config['verticalOutputMode'] not in ['radius', 'depth']: + self.config['verticalOutputMode'] = 'radius' + return + + def check_depthOrElevation(self): + if self.config['depthOrElevation'] is None: + self.config['depthOrElevation'] = 'depth' + elif self.config['depthOrElevation'] not in ['elevation', 'depth']: + self.config['depthOrElevation'] = 'depth' + return + + @staticmethod + def getBoreholeResults(result): + lines = result.stdout.split("\n") + data = GeoTessExplorer.read_ascii_data_string(lines) + return data[:-1] + + @staticmethod + def getInterpolatePoint(result): + return "This is a verbose version of getValues. Data is not returned as a Python variable." + "\n" + result.stdout + + @staticmethod + def getValuesOutput(result): + mystring = result.stdout + info = mystring.split(" ") + tmp = [] + for val in info: + if val != "" and val != "\n": + tmp.append(val) + pts = np.zeros((len(tmp),)) + for ival, val in enumerate(tmp): + pts[ival] = float(val) + return pts + + @staticmethod + def getValuesFileOutput(result): + lines = result.stdout.split("\n") + grd = GeoTessExplorer.read_ascii_data_string(lines) + data = grd[:-1] # stdout includes an extra empty line that results in a bunch of 0s at the end + return data + + def getExtractActiveNodesOutput(self, result): + lines = result.stdout.split("\n") + info = lines[0].split(" ") + if len(info) == 2: + data = self.read_gtgrid_2col(lines) + else: + data = self.read_ascii_data_string(lines) + return data + + @staticmethod + def read_ascii_data_string(lines): + info = lines[0].split(" ") + while ("") in info: + info.remove("") + griddata = np.zeros((len(lines), len(info))) + for iline, line in enumerate(lines): + info = line.split(" ") + while ("") in info: + info.remove("") + for idx, ival in enumerate(info): + #print(iline, idx, ival, len(line), len(info)) + griddata[iline, idx] = ival + return griddata + + + # Made assuming only 1 attribute. + # Superceded for more flexible version + @staticmethod + def read_3D_ascii_data_string(lines): + griddata = np.zeros((len(lines), 5)) + for iline, line in enumerate(lines): + info = line.split(" ") + if len(info) == 5: + lat = info[0] + lon = info[1] + depth = info[2] + layer = info[3] + attribute = info[4] + griddata[iline, 0] = lat + griddata[iline, 1] = lon + griddata[iline, 2] = depth + griddata[iline, 3] = layer + griddata[iline, 4] = attribute + return griddata + + # Made assuming only 1 attribute. + # Superceded for more flexible version + @staticmethod + def read_2D_ascii_data_string(lines): + griddata = np.zeros((len(lines),3)) + for iline, line in enumerate(lines): + info = line.split(" ") + if len(info) == 3: + lat = info[0] + lon = info[1] + attribute = info[2] + griddata[iline, 0] = lat + griddata[iline, 1] = lon + griddata[iline, 2] = attribute + return griddata + + @staticmethod + def read_gtgrid_2col(lines): + griddata = np.zeros((len(lines), 2)) + for iline, line in enumerate(lines): + info = line.split(" ") + if len(info) == 2: + lat = info[0] + lon = info[1] + griddata[iline, 0] = lat + griddata[iline, 1] = lon + return griddata + + @staticmethod + def readGridStdout(grid_string): + lines = grid_string.split("\n") + griddata = np.zeros((len(lines), 4)) + for iline, line in enumerate(lines): + info = line.split(" ") + if len(info) == 4: + lat1 = info[0] + lon1 = info[1] + lat2 = info[2] + lon2 = info[3] + griddata[iline, 0] = lat1 + griddata[iline, 1] = lon1 + griddata[iline, 2] = lat2 + griddata[iline, 3] = lon2 + return griddata + + @staticmethod + def checkLatitude(lat): + if lat is None: + return False + if lat < -90 or lat > 90: + return False + return True + + @staticmethod + def checkLongitude(lon): + if lon is None: + return False + if lon < -180 or lon > 360: + return False + return True + + + + @staticmethod + def readGridGMT(grid_string, writeFile = False, outputFileName = 'GeoTessExtractGrid.gmt'): + """ + Reads a GMT formatted extracted grid. + Note that it outputs: + lon lat + lon lat + > + lon lat + lon lat + > + to define triangle edges + + For GMT plotting use writeFile = True and outputFileName = something + This routine reads into a numpy array in the same format as stdout + ie: + n x 4 + lat1 lon1 lat2 lon2 + where n is the number of connections + """ + import numpy as np + lines = grid_string.split("\n") + + # Prepares an output file if writeFile is set to True + if writeFile: + outFile = open(outputFileName, 'w') + + # First loop just counts the number of connections and writes the gmt format if requested + n = 0 + for iline, line in enumerate(lines): + if writeFile: + outFile.write(line) + outFile.write("\n") + if len(line) > 0: + if line[0] == ">": + n += 1 + + # closes the output file + if writeFile: + outFile.close() + + # Allocate memory and run second read + griddata = np.zeros((n, 4)) + ndx = -1 + for iline, line in enumerate(lines): + info = line.split(" ") + if len(line) > 0: + if info[0] == ">": + ndx += 1 + jdx = 0 + if len(info) == 2: + griddata[ndx, jdx] = info[1] + griddata[ndx, jdx+1] = info[0] + jdx = 2 + return griddata + + @staticmethod + def readStatisticsTable(stat_string): + """ + Reads a table in the format of a string and parses into a pandas dataFrame object + """ + lines = stat_string.split("\n") + for iline, line in enumerate(lines): + if iline == 0: + lf = line.split("\t") + lff = lf[0].split(" ") + while ("" in lff): + lff.remove("") + column_names = lff.copy() + df = pd.DataFrame(columns = column_names) + else: + lf = line.split("\t") + lff = lf[0].split(" ") + while ("" in lff): + lff.remove("") + if len(lff) > 0: + layerID = lff[0] + attribute = lff[1] + " " + lff[2] + nVertex = lff[3] + nNodes = lff[4] + nNaN = lff[5] + nValid = lff[6] + Min = lff[7] + Max = lff[8] + Mean = lff[9] + Median = lff[10] + StdDev = lff[11] + MAD = lff[12] + d = {'Layer': layerID, 'Attribute': attribute, 'nVertex': nVertex, 'nNodes': nNodes, + 'nNaN': nNaN, 'nValid': nValid, 'Min': Min, 'Max': Max, 'Mean': Mean, 'Median': Median, + 'StdDev': StdDev, 'MAD': MAD} + s1 = pd.DataFrame(d, index=[iline-1]) + df = pd.concat([df, s1]) + df.reset_index() + return df + + @staticmethod + def getSiteTerms(site_terms, mode='string'): + """ + Reads a string of output from the GeoTessExplorer function "extractSiteTerms" + Returns output as a Pandas DataFrame + """ + count = 0 + nstation = 0 + stations = [] + if mode == 'file': + with open(site_terms) as fp: + Lines = fp.readlines() + nlines = len(Lines)-3 + else: + Lines = site_terms.split("\n") + nlines = len(Lines)-4 + latitudes = np.zeros((nlines,)) + longitudes = np.zeros((nlines,)) + elevations = np.zeros((nlines,)) + ondates = np.zeros((nlines,)) + offdates = np.zeros((nlines,)) + for iline, line in enumerate(Lines): + count += 1 + strings = line.split(" ") + if count == 1: + labels = strings[1:] + cleanLabels = [] + for label in labels: + cleanLabels.append(label.strip(";").strip('\n')) + elif count == 2: + units = strings[1:] + cleanUnits = [] + for unit in units: + cleanUnits.append(unit.strip(";").strip('\n')) + # Setup the data frame + column_names = ['station', 'latitude', 'longitude', 'elevation', 'ondate', 'offdate'] + for ilabel, label in enumerate(cleanLabels): + column_names.append(label + " " + cleanUnits[ilabel]) + siteTerms = np.zeros((nlines, len(cleanLabels))) + elif count == 3: + pass # don't care about the type because Python is stringy + else: + while("" in strings): + strings.remove("") + if strings == []: + break + stations.append(strings[0]) + latitudes[nstation] = float(strings[1]) + longitudes[nstation] = float(strings[2]) + elevations[nstation] = float(strings[3]) + ondates[nstation] = int(strings[4]) + offdates[nstation] = int(strings[5]) + for ilabel, label in enumerate(cleanLabels): + siteTerms[nstation, ilabel] = float(strings[8+ilabel*4]) + nstation += 1 + # Creates the output DataFrame + d = {"station": stations, "latitude": latitudes, "longitude": longitudes, "elevation": elevations, + "ondate": ondates, "offdate": offdates} + for icol, col in enumerate(column_names[6:]): + d[col] = siteTerms[:,icol] + df = pd.DataFrame(d, columns=column_names) + return df + + @staticmethod + def writeSiteTermsDFtoFile(df, fname): + """ + Takes a DataFrame as read by getSiteTerms and then writes to a file, fname + """ + attributes = df.columns[6:] + cleanLabels = [] + cleanUnits = [] + for iatt, att in enumerate(attributes): + tmp = att.split(" ") + cleanLabels.append(tmp[0]) + cleanUnits.append(tmp[1]) + with open(fname, 'w') as fp: + tmpstr = "attributes:" + for ilabel, label in enumerate(cleanLabels): + if ilabel < len(cleanLabels)-1: + tmpstr += " {};".format(label) + else: + tmpstr += " {}\n".format(label) + fp.write(tmpstr) + tmpstr = "units:" + for iunit, unit in enumerate(cleanUnits): + if iunit < len(cleanUnits)-1: + tmpstr += " {};".format(unit) + else: + tmpstr += " {}\n".format(unit) + fp.write(tmpstr) + fp.write("DOUBLE\n") + for irow in range(len(df)): + tmpstr = "{} {:>02.6f} {:>11.6f}\t{:>03.3f} {:>d} {:>d}".format(df['station'][irow], + df['latitude'][irow], + df['longitude'][irow], + df['elevation'][irow], + int(df['ondate'][irow]), + int(df['offdate'][irow])) + + for iatt, att in enumerate(attributes): + tmpstr += " {:4.3f}".format(df[att][irow]) + + fp.write(tmpstr) + fp.write("\n") + return + + + @staticmethod + def writeExtractNodes(data, fname, mode='3D'): + assert mode in ['3D', '2D', 'grid'], "Error, mode must be 3D, 2D, or grid" + if mode == '3D': + with open(fname, "w") as fp: + for idx, dat in enumerate(data[:-1]): + tmpstr = "" + for jdx, val in enumerate(dat): + if jdx != 3 and jdx != len(dat)-1: + if np.isfinite(val): + tmpstr += "{:>8.6f} ".format(val) + else: + tmpstr += "Infinity " + elif jdx == 3: + tmpstr += "{:d} ".format(int(val)) + else: + tmpstr += "{}".format(val) + fp.write(tmpstr) + fp.write("\n") + elif mode == '2D': + with open(fname, "w") as fp: + for idx, dat in enumerate(data[:-1]): + tmpstr = "" + for jdx, val in enumerate(dat): + if jdx != len(dat)-1: + if np.isfinite(val): + tmpstr += "{:>8.6f} ".format(val) + else: + tmpstr += "Infinity " + else: + tmpstr += "{}".format(val) + fp.write(tmpstr) + fp.write("\n") + elif mode == 'grid': + with open(fname, "w") as fp: + for idx, dat in enumerate(data[:-1]): + tmpstr = "{:>8.6f} {:>8.6f}\n".format(dat[0], dat[1]) + fp.write(tmpstr) + + + + def checkHorizontalInterpolation(self): + if self.config['horizontalInterpolation'] is None: + self.config['horizontalInterpolation'] = 'linear' + elif self.config['horizontalInterpolation'] not in ['linear', 'nn', 'natural_neighbor']: + self.config['horizontalInterpolation'] = 'linear' + + def checkRadialInterpolation(self): + if self.config['radialInterpolation'] is None: + self.config['radialInterpolation'] = 'linear' + elif self.config['radialInterpolation'] not in ['linear', 'cs', 'cubic_spline']: + self.config['radialInterpolation'] = 'linear' + + def setAttributeIndices(self): + if isinstance(self.config['attributeIndices'], str): + self.config['attributeIndices'] = self.config['attributeIndices'].replace(" ", "") + elif isinstance(self.config['attributeIndices'], list): + tmp = "" + for val in self.config['attributeIndices']: + if val != self.config['attributeIndices'][-1]: + tmp += str(val) + "," + else: + tmp += str(val) + self.config['attributeIndices'] = tmp + else: + self.config['attributeIndices'] = None + + def setExtractActiveNodesParameters(self, attributeIndices=None, reciprocal=False, polygon=None): + self.config['attributeIndices'] = attributeIndices + self.setAttributeIndices() # Forces proper comma separated format + self.config['reciprocal'] = reciprocal + self.config['polygon'] = polygon + # Need to write reading methods for 3D, 2D, and grid outputs + + def setResampleParameters(self, newGrid=None, newModelFile=None): + self.config['newGrid'] = newGrid + self.config['newModelFile'] = newModelFile + + def setUpdatedDescription(self, newModelFile = None, updatedDescription = None): + self.config['newModelFile'] = newModelFile + self.config['updatedDescription'] = updatedDescription + + def setSecondModel(self, secondModel = None, secondGridPath = None): + self.config['secondModel'] = secondModel + self.config['secondGridPath'] = secondGridPath + + def setModel(self, modelFile=None, gridPath = None): + """ + Sets the file name for the model + and the relative path for the grid directory (not used if grid stored in model file) + + Note that this method is used for multiple functions + """ + self.config['modelFile'] = modelFile + self.config['gridPath'] = gridPath + + def setExtractGridOutput(self, gridInputFile = None, gridOutputFile='stdout', gridLayTess = 0): + """ + On execute, extractGrid will either write to file ending in "kml", "kmz", "vtk", "ascii", or binary + pass gridOutputFile = 'stdout' or 'gmt' for loading the data into python after execution + """ + self.config['gridInputFile'] = gridInputFile + self.config['gridOutputFile'] = gridOutputFile + self.config['gridLayTess'] = gridLayTess + if gridOutputFile == 'stdout': + self.config['gridOutputMode'] = 'stdout' + elif gridOoutputFile == 'gmt': + self.config['gridOutputMode'] = 'gmt' + else: + self.config['gridOoutputMode'] = 'file' + + + def setFunction(self, function="help"): + """ + Sets the configuration value "function" as one of the functions available in the geotess jar + Run the help function for a full listing or choose from the following list: + GeoTessExplorer 2.6.6 + + Specify one of the following functions: + version -- output the GeoTess version number + toString -- print summary information about a model + updateModelDescription -- update the description information for a model + statistics -- print summary statistics about the data in a model + getClassName -- discover the class name of a specified model + equal -- given two GeoTessModels test that all radii and attribute values of all nodes are ==. Metadata can differ. + extractGrid -- load a model or grid and write its grid to stdout, vtk, kml, ascii or binary file + resample -- resample a model onto a new grid + extractActiveNodes -- load a model and extract the positions of all active nodes + replaceAttributeValues -- replace the attribute values associated with all active nodes + reformat -- load a model and write it out in another format + getValues -- interpolate values at a single point + getValuesFile -- interpolate values at points specified in an ascii file + interpolatePoint -- interpolate values at a single point (verbose) + borehole -- interpolate values along a radial profile + profile -- extract model values at vertex closest to specified latitude, longitude position + findClosestPoint -- find the closest point to a supplied geographic location and return information about it + slice -- interpolate values on a vertical plane defined by a great circle connecting two points + sliceDistAz -- interpolate values on a vertical plane defined by a great circle defined by a point, a distance and a direction + mapValuesDepth -- interpolate values on a lat, lon grid at constant depths + mapValuesLayer -- interpolate values on a lat, lon grid at fractional radius in a layer + mapLayerBoundary -- depth of layer boundaries on a lat, lon grid + mapLayerThickness -- layer thickness on a lat, lon grid + values3DBlock -- interpolate values on a regular lat, lon, radius grid + function -- new model with attributes calculated from two input models + vtkLayers -- generate vtk plot file of values at the tops of layers + vtkDepths -- generate vtk plot file of values at specified depths + vtkDepths2 -- generate vtk plot file of values at specified depths + vtkLayerThickness -- generate vtk plot file of layer thicknesses + vtkLayerBoundary -- generate vtk plot file of depth or elevation of layer boundary + vtkSlice -- generate vtk plot file of vertical slice + vtkSolid -- generate vtk plot file of entire globe + vtk3DBlock -- generate vtk plot file of values on a lat-lon-depth grid + vtkPoints -- generate vtk plot of point data + vtkRobinson -- generate vtk plot of a Robinson projection of model data + vtkRobinsonLayers -- generate vtk plot of a Robinson projection of model data at tops of multiple layers + vtkRobinsonPoints -- generate vtk plot of a Robinson projection of point data + vtkRobinsonTriangleSize -- generate vtk plot of triangle size on Robinson projection + vtkLayerAverage -- generate vtk plot of the average values within the crust of a designated model + reciprocalModel -- generates a reciprocal GeoTessModel, where all values are inverted + renameLayer -- renames an individual layer in a GeoTessModel + getLatitudes -- array of equally spaced latitude values + getLongitudes -- array of equally spaced longitude values + getDistanceDegrees -- array of equally spaced distances along a great circle + translatePolygon -- translate polygon between kml/kmz and ascii format + + GeoTessModelSiteData: + extractSiteTerms -- extract site terms from a GeoTessModelSiteData and print to screen + replaceSiteTerms -- replace site terms in a GeoTessModelSiteData with values loaded from a file + + RSTT: + extractPathDependentUncertaintyRSTT -- extract all the path dependent uncertainty information from a GeoTessModelSLBM + replacePathDependentUncertaintyRSTT -- replace all the path dependent uncertainty information in a GeoTessModelSLBM + """ + assert function in ['help', 'version', 'toString', 'updateModelDescription','statistics', + 'getClassName','equal','extractGrid','resample','extractActiveNodes','replaceAttributeValues', + 'reformat','getValues','getValuesFile','interpolatePoint','borehole','profile','findClosestPoint', + 'slice','sliceDistAz','mapValuesDepth','mapValuesLayer','mapLayerBoundary','mapLayerThickness','values3DBlock', + 'function', 'vtkLayers', 'vtkDepths', 'vtkDepths2', 'vtkLayerThickness', 'vtkLayerBoundary','vtkSlice','vtkSolid', + 'vtk3DBlock', 'vtkPoints', 'vtkRobinson', 'vtkRobinsonLayers', 'vtkRobinsonPoints', 'vtkRobinsonTriangleSize', + 'vtkLayerAverage', 'reciprocalModel', 'renameLayer', 'getLatitudes', 'getLongitudes', 'getDistanceDegrees', + 'translatePolygon','extractSiteTerms', 'replaceSiteTerms', 'extractPathDependentUncertaintyRSTT', + 'replacePathDependentUncertaintyRSTT'], "Error, please check available functions via help" + + self.config['function'] = function + return + +class ResultError: + def __init__(self, stdout=None, stderr=None): + self.stdout = stdout + self.stderr = stderr + def __str__(self): + outstr = str(self.stdout) + " " + str(self.stderr) + return outstr + def __repr__(self): + outstr = str(self.stdout) + " " + str(self.stderr) + return outstr + def setStdout(self, stdoutString): + self.stdout = stdoutString + def setStderr(self, stderrString): + self.stderr = stderrString + def appendStdout(self, tmpstr): + if self.stdout is not None: + self.stdout = self.stdout + "\n" + tmpstr + else: + self.stdout = tmpstr + def appendStderr(self, tmpstr): + if self.stderr is not None: + self.stderr = self.stderr + "\n" + tmpstr + else: + self.stderr = tmpstr + diff --git a/python/PyPCalc.py b/python/PyPCalc.py new file mode 100644 index 0000000..966d4df --- /dev/null +++ b/python/PyPCalc.py @@ -0,0 +1,914 @@ +# PyPCalc.py +""" +Python wrapper to the PCalc java program +Requires Salsa3DSoftware jar file + +This class is used to build property files that can then be used as arguments to pcalc + +Note that we differentiate properties as values that go into the properties file +and configuration which refers to how we run PCalc + +Created on Wed January 12 18:07:50 2022 + +@author: Rob Porritt + +Copyright 2023 National Technology & Engineering Solutions of Sandia, LLC (NTESS). Under the terms of Contract DE-NA0003525 with NTESS, the U.S. Government retains certain rights in this software. + +""" +import os +import math +import subprocess +import numpy as np +import pandas as pd + +class PCalc(): + def __init__(self, properties = None, config = None, viewCopyRight=False): + # First, we deal with properties. + # These are the values that go into the properties file + if properties is None: + properties = self.initialize_properties() + self.properties = properties + + # Now we check configuration + # These refer to how the class calls the jar file + if config is None: + config = self.initialize_configuration() + self.config = config + + if viewCopyRight: + self.__viewCopyRight() + + @staticmethod + def __viewCopyRight(viewFullLicense = True): + print("PyPCalc Copyright 2023 National Technology & Engineering Solutions of Sandia, LLC (NTESS). Under the terms of Contract DE-NA0003525 with NTESS, the U.S. Government retains certain rights in this software.") + print("\n") + if viewFullLicense: + PCalc.__viewFullLicense() + print("Set viewCopyRight=False to supress this message.") + return + + @staticmethod + def __viewFullLicense(): + mystring = """ + +Copyright 2009 Sandia Corporation. Under the terms of Contract +DE-AC04-94AL85000 with Sandia Corporation, the U.S. Government +retains certain rights in this software. + +BSD Open Source License. +All rights reserved. + +Redistribution and use in source and binary forms, with or without +modification, are permitted provided that the following conditions are met: + + * Redistributions of source code must retain the above copyright notice, + this list of conditions and the following disclaimer. + * Redistributions in binary form must reproduce the above copyright + notice, this list of conditions and the following disclaimer in the + documentation and/or other materials provided with the distribution. + * Neither the name of Sandia National Laboratories nor the names of its + contributors may be used to endorse or promote products derived from + this software without specific prior written permission. + +THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS "AS IS" +AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE +IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE +ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT HOLDER OR CONTRIBUTORS BE +LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR +CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF +SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS +INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN +CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE) +ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE +POSSIBILITY OF SUCH DAMAGE. +""" + print(mystring) + return + + @staticmethod + def initialize_configuration(jarFile = None, + propertiesFile = "PCalc.properties", captureOutput="True", + slbm_libdir = None, + ojdbc_jar = None, + use_slbm = False, use_oracle = False, + returnObject='array', + executionMode = 'Salsa3DSoftware', + wallet = None, memoryString="-Xmx256g" + ): + config = { + "jarFile": jarFile, + "propertiesFile": propertiesFile, + "captureOutput": captureOutput, + "propertyFileWritten": False, + "slbm_libdir": slbm_libdir, + "use_slbm": use_slbm, + "use_oracle": use_oracle, + "ojdbc_jar": ojdbc_jar, + "returnObject": returnObject, + "executionMode": executionMode, + "wallet": wallet, + "memoryString": memoryString + + } + return config + + + @staticmethod + def initialize_properties(application=None, workDir = '.', + geotessModel = None, + inputType=None, inputAttributes = None, batchSize= 1, + outputFile = None, + logFile= "/pcalc_log.txt", + terminalOutput = True, separator = "space", outputAttributes = None, + inputFile = None, outputHeader=True, + gcStart = None, gcDistance = None, gcAzimuth = None, gcSpacing = None, + depthSpecificationMethod=None, + gcPositionParameters = None, maxDepthSpacing = None, maxDepth = None, + gridRangeLat = None, gridRangeLon = None, depths = None, outputFormat = "%1.4f", + predictors = None, benderModel = None, + phase = None, site = None, sta = None, jdate=None, + maxProcessors=None, depthLevels = None, slbmModel = None, + dbInputInstance = None, dbInputUserName = None, dbInputPassword = None, + dbInputTablePrefix = None, dbInputTableTypes = None, dbInputSiteTable = None, + dbInputWhereClause = None, outputType = None, dbOutputInstance = None, + dbOutputUserName = None, dbOutputPassword = None, dbOutputAssocTable = None, + dbOutputAutoTableCreation = None, dbOutputPromptBeforeTruncate = None, + dbOutputTruncateTables = None, + gcNpoints = None, gcOnCenters = None, rayPathNodeSpacing = None, + parallelMode = None, benderUncertaintyType = None, benderUncertaintyDirectory = None, + benderUncertaintyWorkDir = None, benderAllowCMBDiffraction = None, + benderAllowMOHODiffraction = None, supportedPhases = None, + geotessDataType = None, geotessRotateGridToStation = None, geotessBaseEdgeLengths = None, + geotessActiveNodeRadius = None, geotessPolygons = None, geotessDepths = None, + spanSeismicityDepth = None, overwriteExistingOutputFile = None, gcEnd=None + ): + assert application in ['model_query','predictions'], 'Error, application must be model_query or predictions' + assert inputType in ['file', 'greatcircle', 'grid', 'database'], 'Error, inputType must be file, greatcircle, database, or grid' + assert separator in ['tab', 'space', 'comma'], 'Error, separator must be tab, space, or comma' + assert depthSpecificationMethod in [None, 'maxDepthSpacing', 'depths', 'depthRange', 'depthLevels'], 'Error, depthSpecificationMethod must be maxDepthSpacing, depths, depthRange, or depthLevels' + + props = { + "application": application, + "workDir": workDir, + "geotessModel": geotessModel, + "inputType": inputType, + "inputAttributes": inputAttributes, + "batchSize": batchSize, + "outputFile": outputFile, + "logFile": logFile, + "terminalOutput": terminalOutput, + "separator": separator, + "outputAttributes": outputAttributes, + "inputFile": inputFile, + "outputHeader": outputHeader, + "gcStart": gcStart, + "gcDistance": gcDistance, + "gcAzimuth": gcAzimuth, + "gcSpacing": gcSpacing, + "gcEnd": gcEnd, + "gcPositionParameters": gcPositionParameters, + "depthSpecificationMethod": depthSpecificationMethod, + "maxDepthSpacing": maxDepthSpacing, + "maxDepth": maxDepth, + "gridRangeLat": gridRangeLat, + "gridRangeLon": gridRangeLon, + "depths": depths, + "outputFormat": outputFormat, + "predictors": predictors, + "benderModel": benderModel, + "phase": phase, + "site": site, + "sta": sta, + "jdate": jdate, + "maxProcessors": maxProcessors, + "depthLevels": depthLevels, + "slbmModel": slbmModel, + "dbInputInstance": dbInputInstance, + "dbInputUserName": dbInputUserName, + "dbInputPassword": dbInputPassword, + "dbInputTablePrefix": dbInputTablePrefix, + "dbInputTableTypes": dbInputTableTypes, + "dbInputSiteTable": dbInputSiteTable, + "dbInputWhereClause": dbInputWhereClause, + "outputType": outputType, + "dbOutputInstance": dbOutputInstance, + "dbOutputUserName": dbOutputUserName, + "dbOutputPassword": dbOutputPassword, + "dbOutputAssocTable": dbOutputAssocTable, + "dbOutputAutoTableCreation": dbOutputAutoTableCreation, + "dbOutputPromptBeforeTruncate": dbOutputPromptBeforeTruncate, + "dbOutputTruncateTables": dbOutputTruncateTables, + "gcNpoints": gcNpoints, + "gcOnCenters": gcOnCenters, + "rayPathNodeSpacing": rayPathNodeSpacing, + "parallelMode": parallelMode, + "benderUncertaintyType": benderUncertaintyType, + "benderUncertaintyDirectory": benderUncertaintyDirectory, + "benderUncertaintyWorkDir":benderUncertaintyWorkDir, + "benderAllowCMBDiffraction": benderAllowCMBDiffraction, + "benderAllowMOHODiffraction": benderAllowMOHODiffraction, + "supportedPhases": supportedPhases, + "geotessDataType": geotessDataType, + "geotessRotateGridToStation": geotessRotateGridToStation, + "geotessBaseEdgeLengths": geotessBaseEdgeLengths, + "geotessActiveNodeRadius": geotessActiveNodeRadius, + "geotessPolygons": geotessPolygons, + "geotessDepths": geotessDepths, + "spanSeismicityDepth": spanSeismicityDepth, + "overwriteExistingOutputFile": overwriteExistingOutputFile + } + return props + + def execute(self): + data = None + cstrings = [] + if self.config['executionMode'] == 'original': + st1 = 'java' + cstrings.append(st1) + st2 = '-cp' + cstrings.append(st2) + if self.config['use_oracle']: + st3 = self.config['jarfile'] + ":" + self.config['ojdbc_jar'] + else: + st3 = self.config['jarFile'] + cstrings.append(st3) + st4 = 'gov.sandia.gmp.pcalc.PCalc' + cstrings.append(st4) + st5 = self.config['propertiesFile'] + cstrings.append(st5) + else: + st1 = 'java' + cstrings.append(st1) + if self.config['memoryString'] is not None: + cstrings.append(self.config['memoryString']) + st3 = '-classpath' + cstrings.append(st3) + if self.config['use_oracle']: + st4 = self.config['jarfile'] + ":" + self.config['ojdbc_jar'] + else: + st4 = self.config['jarFile'] + cstrings.append(st4) + if self.config['wallet'] is not None: + cstrings.append("-Doracle.net.wallet_location={}".format(self.config['wallet'])) + cstrings.append("-Doracle.net.tns_admin={}".format(self.config['wallet'])) + cstrings.append("gov.sandia.gmp.pcalc.PCalc") + cstrings.append(self.config['propertiesFile']) + if self.config['use_slbm']: + st6 = "-Djava.library.path={}".format(self.config['slbm_libdir']) + cstrings.append(st6) + try: + result = subprocess.run(cstrings, check=True, text=True, capture_output=self.config['captureOutput']) + except: + print("Error, unable to run PCalc (slbm mode).") + return -1 + else: + try: + result = subprocess.run(cstrings, check=True, text=True, capture_output=self.config['captureOutput']) + except: + print("Error running PCalc") + return -2 + # Now we get the output and include it with the result + data = self.getOutput() + + return [result, data] + + def getOutput(self): + """ + Wrapper to feed getOutputFile, getOutputGreatCircle, or getOutputGrid + Note that these different methods are static meaning they can be called without making a class object + """ + nattributes = len(self.properties['outputAttributes'].split(" ")) + separator = self.properties['separator'] + fname = self.getOutputFileName() + if self.properties['outputHeader']: + header = 0 + else: + header = None + + # Need to add a mode related to ray paths + if self.properties['outputAttributes'].lower() == 'ray_path': + if self.config['returnObject'].lower() != 'points': + print("Warning, ray path return object can only be Points") + coords = self.properties['gcPositionParameters'].split(" ") + ilon, ilat, idep, irad, ix, iy, iz, idist = self.check_coords(coords) + result = self.getOutputRayPath(fname, separator=separator, header=header, ilat=ilat, ilon=ilon, idepth=idep, irad=irad, ix=ix, iy=iy, iz=iz, idist=idist) + elif self.properties['inputType'] == 'file': + # determine which column maps to which spatial coordinate + ilon = 0 + ilat = 0 + idep = 0 + coords = self.properties['inputAttributes'].split(" ") + a=coords[0].lower().replace(",","").strip() + b=coords[1].lower().replace(",","").strip() + c=coords[2].lower().replace(",","").strip() + coords[0] = a + coords[1] = b + coords[2] = c + if coords[0] == 'latitude' or coords[0]== 'origin_lat': + ilat = 0 + elif coords[0] == 'longitude' or coords[0] == 'origin_lon': + ilon = 0 + elif coords[0] == 'depth' or coords[0] == 'radius' or coords[0] == 'origin_depth': + idep = 0 + if coords[1] == 'latitude' or coords[1] == 'origin_lat': + ilat = 1 + elif coords[1] == 'longitude' or coords[1] == 'origin_lon': + ilon = 1 + elif coords[1] == 'depth' or coords[1] == 'radius' or coords[1] == 'origin_depth': + idep = 1 + if coords[2] == 'latitude' or coords[2] == 'origin_lat': + ilat = 2 + elif coords[2] == 'longitude' or coords[2] == 'origin_lon': + ilon = 2 + elif coords[2] == 'depth' or coords[2] == 'radius' or coords[2] == 'origin_depth': + idep = 2 + # Call the reading method + result = self.getOutputFile(fname, separator=separator, nattributes=nattributes, ilat=ilat, ilon=ilon, idep=idep, header=header, returnObject=self.config['returnObject']) + elif self.properties['inputType'] == 'greatcircle': + coords = self.properties['gcPositionParameters'].split(" ") + ilon, ilat, idep, irad, ix, iy, iz, idist = self.check_coords(coords) + result = self.getOutputGreatCircle(fname, separator=separator, nattributes=nattributes, header=header, returnObject=self.config['returnObject'], ilat=ilat, ilon=ilon, idepth=idep, irad=irad, ix=ix, iy=iy, iz=iz, idist=idist) + elif self.properties['inputType'] == 'grid': + result = self.getOutputGrid(fname, separator=separator, nattributes=nattributes, header=header, returnObject=self.config['returnObject']) + else: + print("Error, type not found.") + result = -1 + return result + + @staticmethod + def check_coords(labels): + ilon, ilat, idep, irad, ix, iy, iz, idist = -1, -1, -1, -1, -1, -1, -1, -1 + for ilab, lab in enumerate(labels): + a = lab.lower().replace(",","").strip() + if a == 'longitude' or a == 'lon': + ilon = ilab + if a == 'latitude' or a == 'lat': + ilat = ilab + if a == 'depth': + idep = ilab + if a == 'radius': + irad = ilab + if a == 'x': + ix = ilab + if a == 'y': + iy = ilab + if a == 'z': + iz = ilab + if a == 'gcdistance' or a == 'distance': + idist = ilab + return ilon, ilat, idep, irad, ix, iy, iz, idist + + @staticmethod + def getOutputFile(filename, separator = "space", nattributes = 1, returnObject = 'array', ilat=0, ilon=0, idep=0, header=0): + """ + This file basically mirrors the input having columns for x-y-z locations and then attributes + It may also contain a header line that will be parsed + Uses pandas to simplify the parsing. + returnObject specifics if we should return a numpy ndarray (array), dataFrame (dataFrame), or points (points) + dataFrame is the default object formed when using pandas.read_csv and therefore comes packed with methods + array uses the inputAttributes to determine order of columns and will always re-organize so output is x, y, z, value(s) + points creates an array of dictionary + """ + assert returnObject in ['array', 'dataFrame', 'points'], 'Error, returnObject must be array, dataFrame, or points' + if separator == 'space': + delimiter = ' ' + elif separator == 'tab': + delimiter = '\t' + elif separator == 'comma': + delimiter = ',' + + data = pd.read_csv(filename, delimiter = delimiter, header = header, skipinitialspace=True) + # Here we separate giving the data frame object directly back to the caller or parse it out for them + if returnObject == "dataFrame": + return data + + dataArray = np.asarray(data) + if returnObject == 'points': + dataFormatted = [] + for ipt, _ in enumerate(dataArray[:,0]): + att = np.zeros((nattributes,)) + for iatt in range(nattributes): + att[iatt] = dataArray[ipt, 3+iatt] + tmp = PointMeasurement(longitude=dataArray[ipt,ilon], latitude=dataArray[ipt,ilat], depth=dataArray[ipt, idep], attributes=att) + dataFormatted.append(tmp) + return dataFormatted + + if returnObject == 'array': + dataFormatted = np.zeros((dataArray.shape)) + dataFormatted[:,0] = dataArray[:, ilon] + dataFormatted[:,1] = dataArray[:, ilat] + dataFormatted[:,2] = dataArray[:, idep] + for iatt in range(nattributes): + dataFormatted[:, 3+iatt] = dataArray[:, 3+iatt] + return dataFormatted + + # Should not get here, so returning an error code + return -1 + + @staticmethod + def getOutputGreatCircle(filename, separator = "space", nattributes = 1, returnObject='array', ilat=-1, ilon=-1, idist=-1, idepth=-1, irad=-1, ix=-1, iy=-1, iz=-1, header=0): + """ + Little more complicated as this mode can return variable outputs: + latitude, longitude, distance, depth, radius, x, y, z + Set column input to -1 to turn off any of these outputs (default) + For the array case, this just calls numpy.asarray on the dataframe, assuming the user knows the order + and arrays set in gcPositionParameters + """ + assert returnObject in ['array', 'dataFrame', 'points'], 'Error, returnObject must be array, dataFrame, or points' + if separator == 'space': + delimiter = ' ' + elif separator == 'tab': + delimiter = '\t' + elif separator == 'comma': + delimiter = ',' + + data = pd.read_csv(filename, delimiter = delimiter, header = header, skipinitialspace=True) + if returnObject == "dataFrame": + return data + + dataArray = np.asarray(data) + nloc = 0 + if ilat >= 0: + nloc += 1 + if ilon >= 0: + nloc += 1 + if idist >= 0: + nloc += 1 + if idepth >= 0: + nloc += 1 + if irad >= 0: + nloc += 1 + if ix >= 0: + nloc += 1 + if iy >= 0: + nloc += 1 + if iz >= 0: + nloc += 1 + + if returnObject == 'points': + dataFormatted = [] + for ipt, _ in enumerate(dataArray[:,0]): + att = np.zeros((nattributes,)) + for iatt in range(nattributes): + att[iatt] = dataArray[ipt, nloc+iatt] + if ilat >= 0: + lat = dataArray[ipt, ilat] + else: + lat = None + if ilon >= 0: + lon = dataArray[ipt, ilon] + else: + lon = None + if idist >= 0: + dist = dataArray[ipt, idist] + else: + dist = None + if idepth >= 0: + dep = dataArray[ipt, idepth] + else: + dep = None + if irad >= 0: + rad = dataArray[ipt, irad] + else: + rad = None + if ix >= 0: + xtmp = dataArray[ipt, ix] + else: + xtmp = None + if iy >= 0: + ytmp = dataArray[ipt, iy] + else: + ytmp = None + if iz >= 0: + ztmp = dataArray[ipt, iz] + else: + ztmp = None + + tmp = PointMeasurement(longitude=lon, latitude=lat, depth=dep, radius=rad, x=xtmp, y=ytmp, z=ztmp, gcDistance=dist, attributes=att) + dataFormatted.append(tmp) + return dataFormatted + + if returnObject == 'array': + dataFormatted = np.asarray(dataArray) + return dataFormatted + + return -1 + + @staticmethod + def getOutputRayPath(filename, separator = "space", ilat=-1, ilon=-1, idist=-1, idepth=-1, irad=-1, ix=-1, iy=-1, iz=-1, header=0): + """ + Based on getOutputGreatCircle, but the file to be scanned contains ">" symbols to break up rays + However, each ray has the same basic structure as a greatcircle output + Output is the PointMeasurement object, but the various elements (latitude, longitude, etc...) are vectors. + """ + if separator == 'space': + sep = ' ' + elif separator == 'tab': + sep = '\t' + elif separator == 'comma': + sep = ',' + + # Reads the file and puts the raw data into 'all_lines' list of strings + fp = open(filename, 'r') + all_lines = fp.readlines() + fp.close() + + # determines how many header lines to read. + # note that header should either be "0" or "None" to align with other getOutput methods + if header == 0: + nheader = 1 + else: + nheader = 0 + + # String that separates individual rays + nextRay = ">" + + nrays = 0 + rays = [] + for iline, line in enumerate(all_lines): + if iline >= nheader: + if line.strip() == nextRay: + if nrays > 0: + tmp = PointMeasurement(latitude = np.asarray(currentRayLat,dtype='float'), + longitude = np.asarray(currentRayLon,dtype='float'), + depth = np.asarray(currentRayDep,dtype='float'), + gcDistance = np.asarray(currentRayDistance,dtype='float'), + x = np.asarray(currentRayX, dtype='float'), + y = np.asarray(currentRayY, dtype='float'), + z = np.asarray(currentRayZ, dtype='float'), + radius = np.asarray(currentRayRad, dtype='float')) + rays.append(tmp) + nrays += 1 + currentRayLat = [] + currentRayLon = [] + currentRayDep = [] + currentRayRad = [] + currentRayX = [] + currentRayY = [] + currentRayZ = [] + currentRayDistance = [] + else: + tmpstr = line.split(sep) + tmpstr[-1] = tmpstr[-1].strip() + if ilat >= 0: + currentRayLat.append(tmpstr[ilat]) + if ilon >= 0: + currentRayLon.append(tmpstr[ilon]) + if idist >= 0: + currentRayDistance.append(tmpstr[idist]) + if idepth >= 0: + currentRayDep.append(tmpstr[idepth]) + if ix >= 0: + currentRayX.append(tmpstr[ix]) + if iy >= 0: + currentRayY.append(tmpstr[iy]) + if iz >= 0: + currentRayZ.append(tmpstr[iz]) + if irad >= 0: + currentRayRad.append(tmpstr[irad]) + + tmp = PointMeasurement(latitude = np.asarray(currentRayLat,dtype='float'), + longitude = np.asarray(currentRayLon,dtype='float'), + depth = np.asarray(currentRayDep,dtype='float'), + gcDistance = np.asarray(currentRayDistance,dtype='float'), + x = np.asarray(currentRayX, dtype='float'), + y = np.asarray(currentRayY, dtype='float'), + z = np.asarray(currentRayZ, dtype='float'), + radius = np.asarray(currentRayRad, dtype='float')) + rays.append(tmp) + return rays + + @staticmethod + def getOutputGrid(filename, separator = "space", nattributes = 1, returnObject='array', header=0): + """ + """ + assert returnObject in ['array', 'dataFrame', 'points'], 'Error, returnObject must be array, dataFrame, or points' + if separator == 'space': + delimiter = ' ' + elif separator == 'tab': + delimiter = '\t' + elif separator == 'comma': + delimiter = ',' + + data = pd.read_csv(filename, delimiter = delimiter, header = header, skipinitialspace=True) + if returnObject == "dataFrame": + return data + elif returnObject == 'array': + return np.asarray(data) + elif returnObject == 'points': + dataFormatted = [] + dataArray = np.asarray(data) + for ipt, _ in enumerate(dataArray[:,0]): + att = np.zeros((nattributes,)) + for iatt in range(nattributes): + att[iatt] = dataArray[ipt, 3+iatt] + tmp = PointMeasurement(longitude=dataArray[ipt,0], latitude=dataArray[ipt,1], depth=dataArray[ipt, 2], attributes=att) + dataFormatted.append(tmp) + return dataFormatted + + return -1 + + + def checkPropertyLead(self, string): + """ + Checks if a given property string begins with another property + This is as per examples + """ + if "") + prop = string[10:ind] + propertyInfo = self.properties[prop] + return [propertyInfo, string[ind+1:]] + else: + return None + + def getOutputFileName(self): + fname = self.checkPropertyLead(self.properties['outputFile']) + if fname is None: + return self.properties['outputFile'] + else: + return os.sep.join([fname[0], fname[1]]) + + def writePropertiesFile(self): + """ + Writes the property file to be used during execution + """ + self.check_properties() + with open(self.config['propertiesFile'], 'w') as propertyFile: + for prop in self.properties: + if self.properties[prop] is not None: + propertyFile.write("{} = {}\n".format(prop, self.properties[prop])) + self.config['propertyFileWritten'] = True + return + + @staticmethod + def read_pcalc_properties_file(fname): + """ + Reads a properties file designed for pcalc and returns properties object + """ + + # Initialize a properties dictionary to be overwritten + props = PCalc.initialize_properties(application="model_query", + inputType="file", separator="space", depthSpecificationMethod = None) + + propertyFile = open(fname, 'r') + lines = propertyFile.readlines() + for idx, line in enumerate(lines): + line_parts = line.split(" ") + prop = line_parts[0] + val = line_parts[2:] + valstr = "" + for v in val: + valstr += str(v) + valstr += " " + props[prop] = valstr.split("\n")[0] + return props + + def check_properties(self): + """ + Not fully implemented method to check that the user passed in acceptable parameters + """ + if self.properties['outputAttributes'].lower() == 'ray_path': + pass + pass + + def setJarFile(self, jarfile=None): + self.config['jarFile'] = jarfile + return + + @staticmethod + def print_example01_info(): + print("") + print("Example 1 showcases the model query functionality of PCalc.") + print("Given a GeoTess formatted model with known attributes PCalc will get the value in the model at the point specificed.") + print("Point specification is defined in a file with coordinates given in longitude latitude and depth") + print("") + print("Set properties include:") + print("application = model_query") + print("workDir = /Users/username/pcalc/Examples/Example01/") + print("geotessModel = ../data/AK135.geotess") + print("inputFile = ../data/example_coords.xyz") + print("inputType = file") + print("inputAttributes = latitude longitude depth") + print("batchSize = 10") + print("outputFile = /pcalc_query_file_output.dat") + print("logFile = /pcalc_log.txt") + print("terminalOutput = true") + print("separator = space") + print("outputAttributes = pslowness") + print("") + return + + @staticmethod + def print_example02_info(): + print("") + print("Example 2 showcases the great circle output functionality of PCalc.") + print("This mode is designed to prepare output in a format that can be used in a cross-section.") + print("key properties include:") + print("inputType='greatcircle") + print("gcStart = '0 0' # defines the latitude and longitude of the start of the circle") + print("gcDistance = 180 # defines the distance, in degrees, of the circle") + print("gcAzimuth = 0 # defines the azimuth of the circle") + print("gcSpacing = 10 # distance, in degrees, between points along the circle") + print("gcPositionParameters = 'x, y, distance, depth' # string consisting of positions output by gc mode. Options include: longitude, latitude, depth, distance, radius, x, y, and z. Each can appear once and only once, but in any order.") + print("depthSpecificationMethod = 'maxDepthSpacing' # defines how the depth axis is to be defined. Choose one of 'depths', 'depthRange', depthLevels', or 'maxDepthSpacing'. Each mode requires additional specifications.") + print("maxDepthSpacing = 100 # Maximum distance between two points in depth") + print("maxDepth = 'top of m660' # A definition of the maximum depth. Can either reference a layer or be a static value.") + print("outputHeader = True") + print("") + return + + @staticmethod + def print_example03_info(): + print("") + print("Example 3 showcases the output grid functionality") + print("Key properties include:") + print("inputType = 'grid'") + print("gridRangeLat = '15 45 16' # sets min, max, and N latitudes") + print("gridRangeLon = '70 110 21' # sets min, max and N longitudes") + print("depthSpecificationMethod = 'depths' # see ex2 or the manual for more on depth specification") + print("depths = '100.0, 200.0' # Set of depths to compute the grids in lat/lon for") + print("") + return + + @staticmethod + def print_example04_info(): + print("") + print("Example 4 returns to the file inputType, but now uses bender to predict travel times.") + print("key properties include:") + print("maxProcessors = 4 # Allows parallelization") + print("application = 'predictions'") + print("predictors = 'bender'") + print("benderModel = '../data/AK135.geotess'") + print("inputAttributes = 'origin_lat, origin_lon, origin_depth'") + print("phase = 'P'") + print("site = '37, 139, 0.6'") + print("sta = 'SYNTH'") + print("jdate = '2011001'") + print("outputAttributes = 'travel_time'") + print("") + return + + @staticmethod + def print_example05_info(): + print("") + print("Example 5 shows the predictions application, but for a great circle") + print("No new properties are set here, but note that this uses the built-in 1D model, ak135") + print(" for the wavespeed info by setting predictors = lookup2d") + print("") + return + + @staticmethod + def print_example06_info(): + print("") + print("Example 6 uses the predictions method on a grid.") + print("") + return + + @staticmethod + def print_example07_info(): + print("") + print("Example 7 uses an oracle database of CSS3.0 schema tables to read and write data.") + print("This uses several properties to define the database") + print("inputType = 'database'") + print("dbInputInstance = 'jdbc:oracle:thin:@domain:port:database'") + print("dbInputUserName = 'username'") + print("dbInputPassword = 'password'") + print("dbInputTablePrefix = 'uebgt_'") + print("dbInputTableTypes = 'origin, arrival, assoc'") + print("dbInputSiteTable = 'uebgt_site'") + print("dbInputWhereClause = 'origin.orid = 48834027'") + print("outputType = 'database'") + print("dbOutputInstance = ''") + print("dbOutputUserName = ''") + print("dbOutputPassword = ''") + print("dbOutputAssocTable = 'pcalc_assoc'") + print("dbOutputAutoTableCreation = True") + print("dbOutputPromptBeforeTruncate = False") + print("dbOutputTruncateTables = True") + print("") + print("In the manual, this also illustrates using the RSTT or SLBM velocity model:") + print("predictors = 'slbm'") + print("slbmModel = '/Users/username/pcalc_software/pdu202009DU.geotess'") + print("") + return + + @staticmethod + def print_example08_info(): + print("") + print("Example 8 illustrates generating ray paths using great circles.") + print("key properties:") + print("inputType = 'greatcircle'") + print("gcNpoints = 19") + print("gcOnCenters = False") + print("outputAttributes = 'ray_path'") + print("outputType = 'file'") + print("") + return + + + # Probably going to remove this as it would just get too big and wonky + @staticmethod + def listProperties(): + print("application [Default = none] ( model_query | predictions )") + print("Specifies the application that PCalc is to perform. The model_query application specifies that PCalc will extract requested data or metadata from an input model. The predictions application specifies that PCalc will generate travel-time or raypath predictions using input locations. Locations can be input as a file, grid, or great circle, respectively.") + print("--------------------------------------") + print("workDir [Default = null: no text output]") + print("Specifies the application that PCalc is to perform. The model_query application specifies that PCalc will extract requested data or metadata from an input model. The predictions application specifies that PCalc will generate travel-time or raypath predictions using input locations. Locations can be input as a file, grid, or great circle, respectively.") + print("--------------------------------------") + print("logFile [Default = null: no text output]") + print("Full path to log file. General information about the PCalc run is sent to this file. If property terminalOutput = true, the same information is sent to the screen.") + print("--------------------------------------") + print("terminalOutput [Default = True]") + print("Echo general information about the PCalc run. This is the same information that is sent to the log file. If false, PCalc is silent.") + print("--------------------------------------") + print("inputType [Default = none] (file | database | greatcircle | grid | geotess)") + print("String indicating how the geometry of the predictions / model queries is to be specified. This document contains a section for each inputType that describes the properties that are pertinent to that inputType.") + print("--------------------------------------") + print("sta [no Default]") + print("The name of the station. If sta and jdate are supplied then Bender will include tt_site_corrections in total travel times, regardless of whether tt_site_corrections is one of the requested outputAttributes or not.") + print("--------------------------------------") + + return + + def viewSetProperties(self): + for prop in self.properties: + if self.properties[prop] is not None: + print("{} = {}".format(prop, self.properties[prop])) + return + + def viewSetConfiguration(self): + for conf in self.config: + print("{} = {}".format(conf, self.config[conf])) + return + + +class PointMeasurement(): + def __init__(self, longitude=None, latitude=None, depth=None, radius=None, attributes = None, gcDistance=None, x=None, y=None, z=None): + self.longitude = longitude + self.latitude = latitude + self.depth = depth + if radius is None: + if depth is not None: + self.radius = 6371-depth + else: + self.radius = None + else: + self.radius = radius + self.attributes = attributes + # Values added for great circle mode + self.gcDistance = gcDistance + self.x = x + self.y = y + self.z = z + return + + def __repr__(self): + return "longitude: {}, latitude: {}, depth: {}, radius: {}, x: {}, y: {}, z: {}, gcDistance: {}, attributes: {}\n".format(self.longitude, self.latitude, self.depth, self.radius, self.x, self.y, self.z, self.gcDistance, self.attributes) + + def __str__(self): + return "longitude: {}, latitude: {}, depth: {}, radius: {}, x: {}, y: {}, z: {}, gcDistance: {}, attributes: {}".format(self.longitude, self.latitude, self.depth, self.radius, self.x, self.y, self.z, self.gcDistance, self.attributes) + + def toString(self): + print("Longitude: {}".format(self.longitude)) + print("Latitude: {}".format(self.latitude)) + print("Depth: {}".format(self.depth)) + print("Radius: {}".format(self.radius)) + if self.attributes is not None: + for iatt, att in enumerate(self.attributes): + print("Attribute[{}]: {}".format(iatt, att)) + if self.gcDistance is not None: + print("gcDistance: {}".format(self.gcDistance)) + if self.x is not None: + print("x: {}".format(self.x)) + if self.y is not None: + print("y: {}".format(self.y)) + if self.z is not None: + print("z: {}".format(self.z)) + + return + + def write(self, fp, mode='longitude latitude depth', separator='space'): + """ + Writes the longitude, latitude, and depth values to a file pointer + """ + assert separator in ['space', 'comma', 'tab'], "Error, unrecognized separator (space, comma, or tab)" + assert mode in ['longitude latitude depth', 'latitude longitude depth'], "Error, mode must be 'longitude latitude depth' or 'latitude longitude depth'" + if separator == 'space': + sep = ' ' + elif separator == 'comma': + sep = ',' + elif separator == 'tab': + sep = '\t' + + try: + if mode == 'longitude latitude depth': + fp.write("{}{}{}{}{}\n".format(self.longitude, sep, self.latitude, sep, self.depth)) + elif mode == 'latitude longitude depth': + fp.write("{}{}{}{}{}\n".format(self.latitude, sep, self.longitude, sep, self.depth)) + + return 0 + except: + print("Error, file pointer not able to be written to.\n") + return -1 + return 1 diff --git a/python/py_requirements.txt b/python/py_requirements.txt new file mode 100644 index 0000000..4775c50 --- /dev/null +++ b/python/py_requirements.txt @@ -0,0 +1,4 @@ +pandas +numpy +matplotlib +scipy diff --git a/python/utilities.py b/python/utilities.py new file mode 100644 index 0000000..0c61f42 --- /dev/null +++ b/python/utilities.py @@ -0,0 +1,1195 @@ +""" +utilities.py +for use with Salsa3DSoftware python interfaces + +Copyright 2023 National Technology & Engineering Solutions of Sandia, LLC (NTESS). Under the terms of Contract DE-NA0003525 with NTESS, the U.S. Government retains certain rights in this software. + +Rob Porritt +Sandia National Laboratories +February, 2023 + +""" + +# utilities.py +# Set of additional functions used in projections into GeoTess +# Note that the default filenames are given in relative path to this software +# The functions that work on EMC NetCDF files require that the EMC model has been read by classes in: +# EMC_NetCDF.py + +import numpy as np +from scipy import interpolate + +def read_ak135(filename='../Examples/data/AK135F_AVG_no_discon.csv'): + """ + Reads a slightly modified version of AK135F as distributed from the IRIS EMC. The included version adds 0.01 km to depths + when layers would overlap to avoid discontinuities. + """ + f = open(filename,'r') + lines = f.readlines() + f.close() + + nlines = len(lines) + depth = np.zeros((nlines,)) + radius = np.zeros((nlines,)) + vp = np.zeros((nlines,)) + vs = np.zeros((nlines,)) + rho = np.zeros((nlines,)) + for iline, l in enumerate(lines): + a = l.split(',') + depth[iline] = float(a[0]) + radius[iline] = 6371-depth[iline] + rho[iline] = float(a[1]) + vp[iline] = float(a[2]) + vs[iline] = float(a[3]) + qk = float(a[4]) + qmu = float(a[5]) + return depth, radius, vp, vs, rho + + + +# Reads the PREM model distributed as a comma separated value file from the IRIS EMC +def read_prem(filename='../Examples/data/PREM_1s.csv'): + """ + Reads a csv formatted file and returns depth, radius, vp, vs, and density + Columns from left to right represent radius,depth,density,Vpv,Vph,Vsv,Vsh,eta,Q-mu,Q-kappa + Because here we're only concerned with isotropic, outputs are the averaged of Vpv, Vph and Vsv, Vsh + """ + f = open(filename,'r') + lines = f.readlines() + f.close() + + nlines = len(lines) + depth = np.zeros((nlines,)) + radius = np.zeros((nlines,)) + vp = np.zeros((nlines,)) + vs = np.zeros((nlines,)) + rho = np.zeros((nlines,)) + for iline, l in enumerate(lines): + a = l.split(',') + depth[iline] = float(a[1]) + radius[iline] = float(a[0]) + rho[iline] = float(a[2]) + vp[iline] = (float(a[3]) + float(a[4])) / 2.0 + vs[iline] = (float(a[5]) + float(a[6])) / 2.0 + return depth, radius, vp, vs, rho + + +# Reads the IASP91 velocity model as provided by the IRIS EMC +# Note that this model does not contain density. +def read_iasp91(filename='../Examples/data/IASP91.csv'): + """ + Reads a csv formatted file and returns depth, radius, vp, vs + """ + f = open(filename,'r') + lines = f.readlines() + f.close() + + nlines = len(lines) + depth = np.zeros((nlines,)) + radius = np.zeros((nlines,)) + vp = np.zeros((nlines,)) + vs = np.zeros((nlines,)) + + for iline, l in enumerate(lines): + a = l.split(',') + depth[iline] = float(a[0]) + radius[iline] = float(a[1]) + vp[iline] = float(a[2]) + vs[iline] = float(a[3]) + return depth, radius, vp, vs + +def get_profile_emc_three_phase(longitude, latitude, depths, + emc_mod, + ref_depth, ref_vp, ref_vs, ref_rho, + kind='linear', mode='velocity', mod_idx_p = 0, mod_idx_s = 1, mod_idx_rho=2, + convertFromPerturbation = True, EarthRadius=6371, unitSphere=True): + """ + Creates a 1D profile at the point defined in latitude and longitude for an array of depths + emc_mod is from netcdf_to_geotess + set mod_idx_p and mod_idx_s for the order of the data arrays + ref_x variables are from the read_prem() function + Note that this is designed to populate a model that contains both a P model and an S model by sticking in the reference where no data is available + Moreover, it also populates a density model from the reference (ref_rho) + If convertFromPerturbation is True, assumes the model is given in percent from the reference 1D model + """ + + + assert kind in ['linear', 'nearest', 'nearest-up', 'zero', 'slinear', 'quadratic', 'cubic', 'previous', 'next'], 'error, kind not recognized.' + assert mode in ['velocity', 'slowness'], 'error, mode must be velocity or slowness' + + + if emc_mod.interpFunction is None: + emc_mod.prepareInterpolationFunction() + vp_func = emc_mod.interpFunction[mod_idx_p] + vs_func = emc_mod.interpFunction[mod_idx_s] + rho_func = emc_mod.interpFunction[mod_idx_rho] + + # Check longitude being -180 to 180 or 0 to 360 + if np.max(emc_mod.longitude) > 190: + if longitude < 0: + longitude += 360 + + if unitSphere: + ulon = longitude * np.pi/180 + ulat = latitude * np.pi/180 + + maxdepthp = np.max(emc_mod.depth) + mindepthp = np.min(emc_mod.depth) + minlonp = np.min(emc_mod.longitude) + maxlonp = np.max(emc_mod.longitude) + minlatp = np.min(emc_mod.latitude) + maxlatp = np.max(emc_mod.latitude) + + maxdepths = np.max(emc_mod.depth) + mindepths = np.min(emc_mod.depth) + minlons = np.min(emc_mod.longitude) + maxlons = np.max(emc_mod.longitude) + minlats = np.min(emc_mod.latitude) + maxlats = np.max(emc_mod.latitude) + + vp = np.zeros((len(depths),)) + vs = np.zeros((len(depths),)) + rho = np.zeros((len(depths),)) + + ref_vp_func = interpolate.interp1d(ref_depth, ref_vp, kind=kind, fill_value=np.min(ref_vp), bounds_error=False) + ref_vs_func = interpolate.interp1d(ref_depth, ref_vs, kind=kind, fill_value=np.min(ref_vs), bounds_error=False) + ref_rho_func = interpolate.interp1d(ref_depth, ref_rho, kind=kind, fill_value=np.min(ref_rho), bounds_error=False) + + for idp, dp in enumerate(depths): + udp = dp / EarthRadius + if dp <= maxdepthp and dp >= mindepthp and longitude >= minlonp and longitude <= maxlonp and latitude >= minlatp and latitude <= maxlatp: + if unitSphere: + lontmp = ulon + lattmp = ulat + dptmp = udp + else: + lontmp = longitude + lattmp = latitude + dptmp = dp + if convertFromPerturbation: + vtmp = vp_func([lontmp, lattmp, dptmp])[0] / 100.0 + vref = ref_vp_func(dp) + vp[idp] = (vtmp * vref) + vref + else: + vp[idp] = vp_func([lontmp, lattmp, dptmp])[0] + else: + vp[idp] = ref_vp_func(dp) + + if dp <= maxdepths and dp >= mindepths and longitude >= minlons and longitude <= maxlons and latitude >= minlats and latitude <= maxlats: + if unitSphere: + lontmp = ulon + lattmp = ulat + dptmp = udp + else: + lontmp = longitude + lattmp = latitude + dptmp = dp + if convertFromPerturbation: + vtmp = vs_func([lontmp, lattmp, dptmp])[0] / 100.0 + vref = ref_vs_func(dp) + vs[idp] = (vtmp * vref) + vref + else: + vs[idp] = vs_func([lontmp, lattmp, dptmp])[0] + else: + vs[idp] = ref_vs_func(dp) + + if dp <= maxdepths and dp >= mindepths and longitude >= minlons and longitude <= maxlons and latitude >= minlats and latitude <= maxlats: + if unitSphere: + lontmp = ulon + lattmp = ulat + dptmp = udp + else: + lontmp = longitude + lattmp = latitude + dptmp = dp + if convertFromPerturbation: + vtmp = rho_func([lontmp, lattmp, dptmp])[0] / 100.0 + vref = ref_rho_func(dp) + rho[idp] = (vtmp * vref) + vref + else: + rho[idp] = rho_func([lontmp, lattmp, dptmp])[0] + else: + rho[idp] = ref_rho_func(dp) + + if mode == 'slowness': + for idp, dp in enumerate(depths): + if vp[idp] <= 0.0: + vp[idp] = 0.0 + else: + vp[idp] = 1.0 / vp[idp] + if vs[idp] <= 0.0: + vs[idp] = 0.0 + else: + vs[idp] = 1.0 / vs[idp] + + return np.flipud(6371-depths), np.flipud(np.asarray([vp, vs, rho]).T) + +def get_profile_emc_two_phase(longitude, latitude, depths, + emc_mod, + ref_depth, ref_vp, ref_vs, ref_rho, + kind='linear', mode='velocity', mod_idx_p = 0, mod_idx_s = 1, + convertFromPerturbation = True, EarthRadius=6371, unitSphere=True, + mindepthp = None, maxdepthp = None, mindepths = None, maxdepths = None): + """ + Creates a 1D profile at the point defined in latitude and longitude for an array of depths + emc_mod is from netcdf_to_geotess + set mod_idx_p and mod_idx_s for the order of the data arrays + ref_x variables are from the read_prem() function + Note that this is designed to populate a model that contains both a P model and an S model by sticking in the reference where no data is available + Moreover, it also populates a density model from the reference (ref_rho) + If convertFromPerturbation is True, assumes the model is given in percent from the reference 1D model + """ + + assert kind in ['linear', 'nearest', 'nearest-up', 'zero', 'slinear', 'quadratic', 'cubic', 'previous', 'next'], 'error, kind not recognized.' + assert mode in ['velocity', 'slowness'], 'error, mode must be velocity or slowness' + + + if emc_mod.interpFunction is None: + emc_mod.prepareInterpolationFunction() + vp_func = emc_mod.interpFunction[mod_idx_p] + vs_func = emc_mod.interpFunction[mod_idx_s] + + # Check longitude being -180 to 180 or 0 to 360 + if np.max(emc_mod.longitude) > 190: + if longitude < 0: + longitude += 360 + + if unitSphere: + ulon = longitude * np.pi/180 + ulat = latitude * np.pi/180 + + if maxdepthp is None: + maxdepthp = np.max(emc_mod.depth) + if mindepthp is None: + mindepthp = np.min(emc_mod.depth) + minlonp = np.min(emc_mod.longitude) + maxlonp = np.max(emc_mod.longitude) + minlatp = np.min(emc_mod.latitude) + maxlatp = np.max(emc_mod.latitude) + + if maxdepths is None: + maxdepths = np.max(emc_mod.depth) + if mindepths is None: + mindepths = np.min(emc_mod.depth) + minlons = np.min(emc_mod.longitude) + maxlons = np.max(emc_mod.longitude) + minlats = np.min(emc_mod.latitude) + maxlats = np.max(emc_mod.latitude) + + vp = np.zeros((len(depths),)) + vs = np.zeros((len(depths),)) + rho = np.zeros((len(depths),)) + + ref_vp_func = interpolate.interp1d(ref_depth, ref_vp, kind=kind, fill_value=np.min(ref_vp), bounds_error=False) + ref_vs_func = interpolate.interp1d(ref_depth, ref_vs, kind=kind, fill_value=np.min(ref_vs), bounds_error=False) + ref_rho_func = interpolate.interp1d(ref_depth, ref_rho, kind=kind, fill_value=np.min(ref_rho), bounds_error=False) + + for idp, dp in enumerate(depths): + udp = dp / EarthRadius + if dp <= maxdepthp and dp >= mindepthp and longitude >= minlonp and longitude <= maxlonp and latitude >= minlatp and latitude <= maxlatp: + if unitSphere: + lontmp = ulon + lattmp = ulat + dptmp = udp + else: + lontmp = longitude + lattmp = latitude + dptmp = dp + if convertFromPerturbation: + vtmp = vp_func([lontmp, lattmp, dptmp])[0] / 100.0 + vref = ref_vp_func(dp) + vp[idp] = (vtmp * vref) + vref + else: + vp[idp] = vp_func([lontmp, lattmp, dptmp])[0] + else: + vp[idp] = ref_vp_func(dp) + + if dp <= maxdepths and dp >= mindepths and longitude >= minlons and longitude <= maxlons and latitude >= minlats and latitude <= maxlats: + if unitSphere: + lontmp = ulon + lattmp = ulat + dptmp = udp + else: + lontmp = longitude + lattmp = latitude + dptmp = dp + if convertFromPerturbation: + vtmp = vs_func([lontmp, lattmp, dptmp])[0] / 100.0 + vref = ref_vs_func(dp) + vs[idp] = (vtmp * vref) + vref + else: + vs[idp] = vs_func([lontmp, lattmp, dptmp])[0] + else: + vs[idp] = ref_vs_func(dp) + + rho[idp] = ref_rho_func(dp) + + if mode == 'slowness': + for idp, dp in enumerate(depths): + if vp[idp] <= 0.0: + vp[idp] = 0.0 + else: + vp[idp] = 1.0 / vp[idp] + if vs[idp] <= 0.0: + vs[idp] = 0.0 + else: + vs[idp] = 1.0 / vs[idp] + + return np.flipud(6371-depths), np.flipud(np.asarray([vp, vs, rho]).T) + + + +def get_profile_emc_vp_and_vs(longitude, latitude, depths, + vp_mod, vs_mod, + ref_depth, ref_vp, ref_vs, ref_rho, + kind='linear', mode='velocity', mod_idx_p = 0, mod_idx_s = 0, + convertFromPerturbation = True, EarthRadius=6371, unitSphere=True): + """ + Creates a 1D profile at the point defined in latitude and longitude for an array of depths + vp_mod and vp_mod are objects from netcdf_to_geotess + Note that vp_mod and vp_mod should be IRIS EMC model only containing a single dataArray, which is the VP or VS model + ref_x variables are from the read_prem() function + Note that this is designed to populate a model that contains both a P model and an S model by sticking in the reference where no data is available + Moreover, it also populates a density model from the reference (ref_rho) + If convertFromPerturbation is True, assumes the model is given in percent from the reference 1D model + """ + + assert kind in ['linear', 'nearest', 'nearest-up', 'zero', 'slinear', 'quadratic', 'cubic', 'previous', 'next'], 'error, kind not recognized.' + assert mode in ['velocity', 'slowness'], 'error, mode must be velocity or slowness' + + + if vp_mod.interpFunction is None: + vp_mod.prepareInterpolationFunction() + if vs_mod.interpFunction is None: + vs_mod.prepareInterpolationFunction() + if vp_mod.nattributes > 1: + vp_func = vp_mod.interpFunction[mod_idx_p] + else: + vp_func = vp_mod.interpFunction + if vs_mod.nattributes > 1: + vs_func = vs_mod.interpFunction[mod_idx_s] + else: + vs_func = vs_mod.interpFunction + + # Check longitude being -180 to 180 or 0 to 360 + if np.max(vp_mod.longitude) > 190: + if longitude < 0: + longitude += 360 + + if unitSphere: + ulon = longitude * np.pi/180 + ulat = latitude * np.pi/180 + + maxdepthp = np.max(vp_mod.depth) + mindepthp = np.min(vp_mod.depth) + minlonp = np.min(vp_mod.longitude) + maxlonp = np.max(vp_mod.longitude) + minlatp = np.min(vp_mod.latitude) + maxlatp = np.max(vp_mod.latitude) + + maxdepths = np.max(vs_mod.depth) + mindepths = np.min(vs_mod.depth) + minlons = np.min(vs_mod.longitude) + maxlons = np.max(vs_mod.longitude) + minlats = np.min(vs_mod.latitude) + maxlats = np.max(vs_mod.latitude) + + vp = np.zeros((len(depths),)) + vs = np.zeros((len(depths),)) + rho = np.zeros((len(depths),)) + + ref_vp_func = interpolate.interp1d(ref_depth, ref_vp, kind=kind, fill_value=np.min(ref_vp), bounds_error=False) + ref_vs_func = interpolate.interp1d(ref_depth, ref_vs, kind=kind, fill_value=np.min(ref_vs), bounds_error=False) + ref_rho_func = interpolate.interp1d(ref_depth, ref_rho, kind=kind, fill_value=np.min(ref_rho), bounds_error=False) + + for idp, dp in enumerate(depths): + udp = dp / EarthRadius + if dp <= maxdepthp and dp >= mindepthp and longitude >= minlonp and longitude <= maxlonp and latitude >= minlatp and latitude <= maxlatp: + if unitSphere: + lontmp = ulon + lattmp = ulat + dptmp = udp + else: + lontmp = longitude + lattmp = latitude + dptmp = dp + if convertFromPerturbation: + vtmp = vp_func([lontmp, lattmp, dptmp])[0] / 100.0 + vref = ref_vp_func(dp) + vp[idp] = (vtmp * vref) + vref + else: + vp[idp] = vp_func([lontmp, lattmp, dptmp])[0] + else: + vp[idp] = ref_vp_func(dp) + + if dp <= maxdepths and dp >= mindepths and longitude >= minlons and longitude <= maxlons and latitude >= minlats and latitude <= maxlats: + if unitSphere: + lontmp = ulon + lattmp = ulat + dptmp = udp + else: + lontmp = longitude + lattmp = latitude + dptmp = dp + if convertFromPerturbation: + vtmp = vs_func([lontmp, lattmp, dptmp])[0] / 100.0 + vref = ref_vs_func(dp) + vs[idp] = (vtmp * vref) + vref + else: + vs[idp] = vs_func([lontmp, lattmp, dptmp])[0] + else: + vs[idp] = ref_vs_func(dp) + + rho[idp] = ref_rho_func(dp) + + if mode == 'slowness': + for idp, dp in enumerate(depths): + if vp[idp] <= 0.0: + vp[idp] = 0.0 + else: + vp[idp] = 1.0 / vp[idp] + if vs[idp] <= 0.0: + vs[idp] = 0.0 + else: + vs[idp] = 1.0 / vs[idp] + + return np.flipud(6371-depths), np.flipud(np.asarray([vp, vs, rho]).T) + +def get_profile_vp_only(longitude, latitude, depths, + vp_mod, + ref_depth, ref_vp, ref_vs, ref_rho, + kind='linear', mode='velocity', mod_idx = 0, + convertFromPerturbation = True, EarthRadius=6371, unitSphere=True): + """ + Creates a 1D profile at the point defined in latitude and longitude for an array of depths + vp_mod is an object from netcdf_to_geotess + Note that vp_mod should be an IRIS EMC model only containing a single dataArray, which is the VP model + ref_x variables are from the read_prem() function + Note that this is designed to populate a model that contains both a P model and an S model by sticking in the reference where no data is available + Moreover, it also populates a density model from the reference (ref_rho) + If convertFromPerturbation is True, assumes the model is given in percent from the reference 1D model + """ + + assert kind in ['linear', 'nearest', 'nearest-up', 'zero', 'slinear', 'quadratic', 'cubic', 'previous', 'next'], 'error, kind not recognized.' + assert mode in ['velocity', 'slowness'], 'error, mode must be velocity or slowness' + + + if vp_mod.interpFunction is None: + vp_mod.prepareInterpolationFunction() + + if vp_mod.nattributes > 1: + vp_func = vp_mod.interpFunction[mod_idx_p] + else: + vp_func = vp_mod.interpFunction + + # Check longitude being -180 to 180 or 0 to 360 + if np.max(vp_mod.longitude) > 190: + if longitude < 0: + longitude += 360 + + if unitSphere: + ulon = longitude * np.pi/180 + ulat = latitude * np.pi/180 + + maxdepths = np.max(vp_mod.depth) + mindepths = np.min(vp_mod.depth) + minlon = np.min(vp_mod.longitude) + maxlon = np.max(vp_mod.longitude) + minlat = np.min(vp_mod.latitude) + maxlat = np.max(vp_mod.latitude) + + vp = np.zeros((len(depths),)) + vs = np.zeros((len(depths),)) + rho = np.zeros((len(depths),)) + + ref_vp_func = interpolate.interp1d(ref_depth, ref_vp, kind=kind, fill_value=np.min(ref_vp), bounds_error=False) + ref_vs_func = interpolate.interp1d(ref_depth, ref_vs, kind=kind, fill_value=np.min(ref_vs), bounds_error=False) + ref_rho_func = interpolate.interp1d(ref_depth, ref_rho, kind=kind, fill_value=np.min(ref_rho), bounds_error=False) + + for idp, dp in enumerate(depths): + udp = dp / EarthRadius + vs[idp] = ref_vs_func(dp) + if dp <= maxdepths and dp >= mindepths and longitude >= minlon and longitude <= maxlon and latitude >= minlat and latitude <= maxlat: + if unitSphere: + lontmp = ulon + lattmp = ulat + dptmp = udp + else: + lontmp = longitude + lattmp = latitude + dptmp = dp + if convertFromPerturbation: + vtmp = vp_func([lontmp, lattmp, dptmp])[0] / 100.0 + vref = ref_vp_func(dp) + vp[idp] = (vtmp * vref) + vref + else: + vp[idp] = vp_func([lontmp, lattmp, dptmp])[0] + else: + vp[idp] = ref_vp_func(dp) + rho[idp] = ref_rho_func(dp) + + if mode == 'slowness': + for idp, dp in enumerate(depths): + if vp[idp] <= 0.0: + vp[idp] = 0.0 + else: + vp[idp] = 1.0 / vp[idp] + if vs[idp] <= 0.0: + vs[idp] = 0.0 + else: + vs[idp] = 1.0 / vs[idp] + + return np.flipud(6371-depths), np.flipud(np.asarray([vp, vs, rho]).T) + +def get_profile_vs_only(longitude, latitude, depths, + vs_mod, + ref_depth, ref_vp, ref_vs, ref_rho, + kind='linear', mode='velocity', mod_idx = 0, + convertFromPerturbation = True, EarthRadius=6371, unitSphere=True): + """ + Creates a 1D profile at the point defined in latitude and longitude for an array of depths + vs_mod is an object from netcdf_to_geotess + Note that vs_mod should only contain a single dataArray, which is the VS model + ref_x variables are from the read_prem() function + Note that this is designed to populate a model that contains both a P model and an S model by sticking in the reference where no data is available + Moreover, it also populates a density model from the reference (ref_rho) + If convertFromPerturbation is True, assumes the model is given in percent from the reference 1D model + """ + + + assert kind in ['linear', 'nearest', 'nearest-up', 'zero', 'slinear', 'quadratic', 'cubic', 'previous', 'next'], 'error, kind not recognized.' + assert mode in ['velocity', 'slowness'], 'error, mode must be velocity or slowness' + + + if vs_mod.interpFunction is None: + vs_mod.prepareInterpolationFunction() + + if vs_mod.nattributes > 1: + vs_func = vs_mod.interpFunction[mod_idx] + else: + vs_func = vs_mod.interpFunction + + # Check longitude being -180 to 180 or 0 to 360 + if np.max(vs_mod.longitude) > 190: + if longitude < 0: + longitude += 360 + + if unitSphere: + ulon = longitude * np.pi/180 + ulat = latitude * np.pi/180 + + maxdepths = np.max(vs_mod.depth) + mindepths = np.min(vs_mod.depth) + minlon = np.min(vs_mod.longitude) + maxlon = np.max(vs_mod.longitude) + minlat = np.min(vs_mod.latitude) + maxlat = np.max(vs_mod.latitude) + + vp = np.zeros((len(depths),)) + vs = np.zeros((len(depths),)) + rho = np.zeros((len(depths),)) + + ref_vp_func = interpolate.interp1d(ref_depth, ref_vp, kind=kind, fill_value=np.min(ref_vp), bounds_error=False) + ref_vs_func = interpolate.interp1d(ref_depth, ref_vs, kind=kind, fill_value=np.min(ref_vs), bounds_error=False) + ref_rho_func = interpolate.interp1d(ref_depth, ref_rho, kind=kind, fill_value=np.min(ref_rho), bounds_error=False) + + for idp, dp in enumerate(depths): + udp = dp / EarthRadius + vp[idp] = ref_vp_func(dp) + if dp <= maxdepths and dp >= mindepths and longitude >= minlon and longitude <= maxlon and latitude >= minlat and latitude <= maxlat: + if unitSphere: + lontmp = ulon + lattmp = ulat + dptmp = udp + else: + lontmp = longitude + lattmp = latitude + dptmp = dp + if convertFromPerturbation: + vtmp = vs_func([lontmp, lattmp, dptmp])[0] / 100.0 + vref = ref_vs_func(dp) + vs[idp] = (vtmp * vref) + vref + else: + vs[idp] = vs_func([lontmp, lattmp, dptmp])[0] + else: + vs[idp] = ref_vs_func(dp) + rho[idp] = ref_rho_func(dp) + + if mode == 'slowness': + for idp, dp in enumerate(depths): + if vp[idp] <= 0.0: + vp[idp] = 0.0 + else: + vp[idp] = 1.0 / vp[idp] + if vs[idp] <= 0.0: + vs[idp] = 0.0 + else: + vs[idp] = 1.0 / vs[idp] + + return np.flipud(6371-depths), np.flipud(np.asarray([vp, vs, rho]).T) + +# Defines a function that will produce a profile using the interpolation functions +# Note that this will only work if radius increases upward (ie array goes towards the surface) +def get_savani_profile(longitude, latitude, depths, + savani_mod, + ref_depth, ref_vp, ref_vs, ref_rho, + kind='linear', mode='velocity'): + """ + Creates a 1D profile at the point defined in latitude and longitude for an array of depths + savani_mod is an object from netcdf_to_geotess + Note that savani_mod should contain 4 interp functions for dvs, vsv, vsh, and xi + This function gets the average vs from (vsv + vsh)/2 + ref_x variables are from the read_prem() function + Note that this is designed to work with a model that contains both a P model and an S model + Moreover, it also populates a density model from the reference (ref_rho) + """ + + + assert kind in ['linear', 'nearest', 'nearest-up', 'zero', 'slinear', 'quadratic', 'cubic', 'previous', 'next'], 'error, kind not recognized.' + assert mode in ['velocity', 'slowness'], 'error, mode must be velocity or slowness' + + + if savani_mod.interpFunction is None: + savani_mod.prepareInterpolationFunction() + fvsv = savani_mod.interpFunction[1] + fvsh = savani_mod.interpFunction[2] + + # Longitude in savani_us is 0 to 360 + if longitude < 0: + longitude += 360 + + maxdepths = np.max(savani_mod.depth) + mindepths = np.min(savani_mod.depth) + + vp = np.zeros((len(depths),)) + vs = np.zeros((len(depths),)) + rho = np.zeros((len(depths),)) + + ref_vp_func = interpolate.interp1d(ref_depth, ref_vp, kind=kind, fill_value=np.min(ref_vp), bounds_error=False) + ref_vs_func = interpolate.interp1d(ref_depth, ref_vs, kind=kind, fill_value=np.min(ref_vs), bounds_error=False) + ref_rho_func = interpolate.interp1d(ref_depth, ref_rho, kind=kind, fill_value=np.min(ref_rho), bounds_error=False) + + for idp, dp in enumerate(depths): + vp[idp] = ref_vp_func(dp) + if dp <= maxdepths and dp >= mindepths: + vs[idp] = (fvsv([longitude, latitude, dp])[0] + fvsh([longitude, latitude, dp])[0])/2 + else: + vs[idp] = ref_vs_func(dp) + rho[idp] = ref_rho_func(dp) + + if mode == 'slowness': + for idp, dp in enumerate(depths): + if vp[idp] <= 0.0: + vp[idp] = 0.0 + else: + vp[idp] = 1.0 / vp[idp] + if vs[idp] <= 0.0: + vs[idp] = 0.0 + else: + vs[idp] = 1.0 / vs[idp] + + return np.flipud(6371-depths), np.flipud(np.asarray([vp, vs, rho]).T) + +def get_savani_profile_unitsphere(longitude, latitude, depths, + savani_mod, + ref_depth, ref_vp, ref_vs, ref_rho, + kind='linear', mode='velocity', EarthRadius=6371): + """ + Creates a 1D profile at the point defined in latitude and longitude for an array of depths + savani_mod is an object from netcdf_to_geotess + Note that savani_mod should contain 4 interp functions for dvs, vsv, vsh, and xi + This function gets the average vs from (vsv + vsh)/2 + ref_x variables are from the read_prem() function + Note that this is designed to work with a model that contains both a P model and an S model + Moreover, it also populates a density model from the reference (ref_rho) + """ + + assert kind in ['linear', 'nearest', 'nearest-up', 'zero', 'slinear', 'quadratic', 'cubic', 'previous', 'next'], 'error, kind not recognized.' + assert mode in ['velocity', 'slowness'], 'error, mode must be velocity or slowness' + + + if savani_mod.interpFunction is None: + savani_mod.prepareInterpolationFunction() + fvsv = savani_mod.interpFunction[1] + fvsh = savani_mod.interpFunction[2] + + # Longitude in savani_us is 0 to 360 + if longitude < 0: + longitude += 360 + + maxdepths = np.max(savani_mod.depth) + mindepths = np.min(savani_mod.depth) + + vp = np.zeros((len(depths),)) + vs = np.zeros((len(depths),)) + rho = np.zeros((len(depths),)) + + lon = longitude * np.pi/180 + lat = latitude * np.pi/180 + + ref_vp_func = interpolate.interp1d(ref_depth, ref_vp, kind=kind, fill_value=np.min(ref_vp), bounds_error=False) + ref_vs_func = interpolate.interp1d(ref_depth, ref_vs, kind=kind, fill_value=np.min(ref_vs), bounds_error=False) + ref_rho_func = interpolate.interp1d(ref_depth, ref_rho, kind=kind, fill_value=np.min(ref_rho), bounds_error=False) + + for idp, dp in enumerate(depths): + edp = dp / EarthRadius + vp[idp] = ref_vp_func(dp) + if dp <= maxdepths and dp >= mindepths: + vs[idp] = (fvsv([lon, lat, edp])[0] + fvsh([lon, lat, edp])[0])/2 + else: + vs[idp] = ref_vs_func(dp) + rho[idp] = ref_rho_func(dp) + + if mode == 'slowness': + for idp, dp in enumerate(depths): + if vp[idp] <= 0.0: + vp[idp] = 0.0 + else: + vp[idp] = 1.0 / vp[idp] + if vs[idp] <= 0.0: + vs[idp] = 0.0 + else: + vs[idp] = 1.0 / vs[idp] + + return np.flipud(6371-depths), np.flipud(np.asarray([vp, vs, rho]).T) + + + + + + +# Defines a function that will produce a profile using the interpolation functions +# Note that this will only work if radius increases upward (ie array goes towards the surface) +def get_gypsum_profile(longitude, latitude, depths, + pmod, smod, + ref_depth, ref_vp, ref_vs, ref_rho, + kind='linear', mode='velocity', unitSphere=True, EarthRadius=6371): + """ + Creates a 1D profile at the point defined in latitude and longitude for an array of depths + pmod and smod are objects from netcdf_to_geotess + ref_x variables are from the read_prem() function + Note that this is designed to work with a model that contains both a P model and an S model + Moreover, it also populates a density model from the reference (ref_rho) + """ + + + assert kind in ['linear', 'nearest', 'nearest-up', 'zero', 'slinear', 'quadratic', 'cubic', 'previous', 'next'], 'error, kind not recognized.' + assert mode in ['velocity', 'slowness'], 'error, mode must be velocity or slowness' + + + if pmod.interpFunction is None: + pmod.prepareInterpolationFunction() + if smod.interpFunction is None: + smod.prepareInterpolationFunction() + + maxdepthp = np.max(pmod.depth) + maxdepths = np.max(smod.depth) + + vp = np.zeros((len(depths),)) + vs = np.zeros((len(depths),)) + rho = np.zeros((len(depths),)) + if unitSphere: + ulon = longitude * np.pi/180 + ulat = latitude * np.pi/180 + + ref_vp_func = interpolate.interp1d(ref_depth, ref_vp, kind=kind, fill_value=np.min(ref_vp), bounds_error=False) + ref_vs_func = interpolate.interp1d(ref_depth, ref_vs, kind=kind, fill_value=np.min(ref_vs), bounds_error=False) + ref_rho_func = interpolate.interp1d(ref_depth, ref_rho, kind=kind, fill_value=np.min(ref_rho), bounds_error=False) + + for idp, dp in enumerate(depths): + udp = dp / EarthRadius + if dp < maxdepthp: + if unitSphere: + lontmp = ulon + lattmp = ulat + dptmp = udp + else: + lontmp = longitude + lattmp = latitude + dptmp = dp + vp[idp] = pmod.interpFunction([lontmp, lattmp, dptmp])[0] + else: + vp[idp] = ref_vp_func(dp) + if dp < maxdepths: + vs[idp] = smod.interpFunction([lontmp, lattmp, dptmp])[0] + else: + vs[idp] = ref_vs_func(dp) + rho[idp] = ref_rho_func(dp) + + if mode == 'slowness': + for idp, dp in enumerate(depths): + if vp[idp] <= 0.0: + vp[idp] = 0.0 + else: + vp[idp] = 1.0 / vp[idp] + if vs[idp] <= 0.0: + vs[idp] = 0.0 + else: + vs[idp] = 1.0 / vs[idp] + + return np.flipud(6371-depths), np.flipud(np.asarray([vp, vs, rho]).T) + +def get_detox_profile_unitsphere(longitude, latitude, depths, + pmod, maxdepthp, + ref_depth, ref_vp, ref_vs, ref_rho, + kind='linear', mode='velocity', mindepthp = 0, EarthRadius=6371): + """ + Creates a 1D profile at the point defined in latitude and longitude for an array of depths + pmod is a 3D function that interpolates the underlying velocity model at the chosen point. + Generate with code like: + from scipy.interpolate import NearestNDInterpolator + pmod = NearestNDInterpolator((longitude, latitude, radius), detox_abs_vel) + + This version converts longitude, latitude, and depths to unit sphere. + Interpolation model, pmod, should be defined on a unit sphere with longitude wrapping + + maxdepthp forces the interpolator to use the reference model at depths greater than the set value. + + ref_x variables are from the read_iasp() function + Note that rho, or density, is not available in IASP91. + Therefore we can generate that from the PREM model: + prem_depth, prem_rad, prem_vp, prem_vs, prem_rho = read_prem() + prem_rho_func = interpolate.interp1d(prem_depth, prem_rho, kind='linear', fill_value=np.min(prem_rho), bounds_error=False) + iasp_rho = prem_rho_func(iasp_depth) + """ + + assert kind in ['linear', 'nearest', 'nearest-up', 'zero', 'slinear', 'quadratic', 'cubic', 'previous', 'next'], 'error, kind not recognized.' + assert mode in ['velocity', 'slowness'], 'error, mode must be velocity or slowness' + + vp = np.zeros((len(depths),)) + vs = np.zeros((len(depths),)) + rho = np.zeros((len(depths),)) + + ref_vp_func = interpolate.interp1d(ref_depth, ref_vp, kind=kind, fill_value=np.min(ref_vp), bounds_error=False) + ref_vs_func = interpolate.interp1d(ref_depth, ref_vs, kind=kind, fill_value=np.min(ref_vs), bounds_error=False) + ref_rho_func = interpolate.interp1d(ref_depth, ref_rho, kind=kind, fill_value=np.min(ref_rho), bounds_error=False) + + lon = longitude * np.pi / 180.0 + lat = latitude * np.pi / 180.0 + + for idp, dp in enumerate(depths): + if dp < maxdepthp and dp > mindepthp: + #print(dp, maxdepthp, mindepthp) + rad = (EarthRadius-dp) / EarthRadius + dvp = pmod(lon, lat, rad) + vptmp = ref_vp_func(dp) + vp[idp] = (dvp * vptmp) + vptmp + #vp[idp] = pmod(lon, lat, rad) + else: + vp[idp] = ref_vp_func(dp) + vs[idp] = ref_vs_func(dp) + rho[idp] = ref_rho_func(dp) + + if mode == 'slowness': + for idp, dp in enumerate(depths): + if vp[idp] <= 0.0: + vp[idp] = 0.0 + else: + vp[idp] = 1.0 / vp[idp] + if vs[idp] <= 0.0: + vs[idp] = 0.0 + else: + vs[idp] = 1.0 / vs[idp] + + return np.flipud(6371-depths), np.flipud(np.asarray([vp, vs, rho]).T) + + + + +def get_detox_profile(longitude, latitude, depths, + pmod, maxdepthp, + ref_depth, ref_vp, ref_vs, ref_rho, + kind='linear', mode='velocity', mindepthp = 0): + """ + Creates a 1D profile at the point defined in latitude and longitude for an array of depths + pmod is a 3D function that interpolates the underlying velocity model at the chosen point. + Generate with code like: + from scipy.interpolate import NearestNDInterpolator + pmod = NearestNDInterpolator((longitude, latitude, radius), detox_abs_vel) + + maxdepthp forces the interpolator to use the reference model at depths greater than the set value. + + ref_x variables are from the read_iasp() function + Note that rho, or density, is not available in IASP91. + Therefore we can generate that from the PREM model: + prem_depth, prem_rad, prem_vp, prem_vs, prem_rho = read_prem() + prem_rho_func = interpolate.interp1d(prem_depth, prem_rho, kind='linear', fill_value=np.min(prem_rho), bounds_error=False) + iasp_rho = prem_rho_func(iasp_depth) + """ + + + assert kind in ['linear', 'nearest', 'nearest-up', 'zero', 'slinear', 'quadratic', 'cubic', 'previous', 'next'], 'error, kind not recognized.' + assert mode in ['velocity', 'slowness'], 'error, mode must be velocity or slowness' + + vp = np.zeros((len(depths),)) + vs = np.zeros((len(depths),)) + rho = np.zeros((len(depths),)) + + ref_vp_func = interpolate.interp1d(ref_depth, ref_vp, kind=kind, fill_value=np.min(ref_vp), bounds_error=False) + ref_vs_func = interpolate.interp1d(ref_depth, ref_vs, kind=kind, fill_value=np.min(ref_vs), bounds_error=False) + ref_rho_func = interpolate.interp1d(ref_depth, ref_rho, kind=kind, fill_value=np.min(ref_rho), bounds_error=False) + + for idp, dp in enumerate(depths): + if dp < maxdepthp and dp > mindepthp: + vp[idp] = pmod(longitude, latitude, 6371-dp) + else: + vp[idp] = ref_vp_func(dp) + vs[idp] = ref_vs_func(dp) + rho[idp] = ref_rho_func(dp) + + if mode == 'slowness': + for idp, dp in enumerate(depths): + if vp[idp] <= 0.0: + vp[idp] = 0.0 + else: + vp[idp] = 1.0 / vp[idp] + if vs[idp] <= 0.0: + vs[idp] = 0.0 + else: + vs[idp] = 1.0 / vs[idp] + + return np.flipud(6371-depths), np.flipud(np.asarray([vp, vs, rho]).T) + + +# Designed to work with the detox point cloud model where data are in vectors for +# x or longitude position, y or latitude position, radii or radius position, dvp or velocity perturbation +# These are all Nx1 vectors +# vel_ref and rad_ref are Nx1 vectors that define the reference 1D velocity model +def convert_dvp_to_absolute(dvp, radii, vel_ref, rad_ref, mode='velocity', kind='linear', percent=False): + """ + Given vector dvp with differential velocities (npts) + defined on radii vector (npts) + plus reference velocity vel_ref defined on radius rad_ref + returns either the absolute velocity in km/s or slowness in s/km depending on 'mode' + 'kind' defines how the reference model is interpolated. + """ + + assert kind in ['linear', 'nearest', 'nearest-up', 'zero', 'slinear', 'quadratic', 'cubic', 'previous', 'next'], 'error, kind not recognized.' + assert mode in ['velocity', 'slowness'], 'error, mode must be velocity or slowness' + + vel_ref_function = interpolate.interp1d(rad_ref, vel_ref, kind=kind, fill_value=np.min(vel_ref), bounds_error=False) + + vp_out = np.zeros((len(dvp),)) + + for irad, rad in enumerate(radii): + vp_ref_tmp = vel_ref_function(rad) + if percent: + vp_out[irad] = ((dvp[irad] / 100) * vp_ref_tmp) + vp_ref_tmp + else: + vp_out[irad] = (dvp[irad] * vp_ref_tmp) + vp_ref_tmp + if vp_out[irad] < 0: + print("vp_out[{}]: {}".format(irad, vp_out[irad])) + print("Error, somehow we got a negative velocity.") + return -1 + if vp_out[irad] >= np.finfo(float).eps and mode=='slowness': + vp_out[irad] = 1.0 / vp_out[irad] + elif mode == 'slowness': + print("Error, slowness is too small or negative. {} {}".format(irad, vp_out[irad])) + return -2 + return vp_out + +def convert_dvp_to_absolute_unitsphere(dvp, radii, vel_ref, rad_ref, mode='velocity', kind='linear', percent=False, EarthRadius=6371): + """ + Given vector dvp with differential velocities (npts) + defined on radii vector (npts) + plus reference velocity vel_ref defined on radius rad_ref + returns either the absolute velocity in km/s or slowness in s/km depending on 'mode' + 'kind' defines how the reference model is interpolated. + """ + assert kind in ['linear', 'nearest', 'nearest-up', 'zero', 'slinear', 'quadratic', 'cubic', 'previous', 'next'], 'error, kind not recognized.' + assert mode in ['velocity', 'slowness'], 'error, mode must be velocity or slowness' + + vel_ref_function = interpolate.interp1d(rad_ref, vel_ref, kind=kind, fill_value=np.min(vel_ref), bounds_error=False) + + vp_out = np.zeros((len(dvp),)) + + for irad, rad in enumerate(radii): + # rad = unit sphere + # erad = unit sphere * earthradius + erad = EarthRadius * rad + vp_ref_tmp = vel_ref_function(erad) + if percent: + vp_out[irad] = ((dvp[irad] / 100) * vp_ref_tmp) + vp_ref_tmp + else: + vp_out[irad] = (dvp[irad] * vp_ref_tmp) + vp_ref_tmp + if vp_out[irad] < 0: + print("vp_out[{}]: {}".format(irad, vp_out[irad])) + print("Error, somehow we got a negative velocity.") + return -1 + if vp_out[irad] >= np.finfo(float).eps and mode=='slowness': + vp_out[irad] = 1.0 / vp_out[irad] + elif mode == 'slowness': + print("Error, slowness is too small or negative. {} {}".format(irad, vp_out[irad])) + return -2 + return vp_out + + + + +# Reads the detox model file. This model is a point cloud with 2 header lines +# Points in the model are a cartesian mesh, which we can convert to lat/lon/rad via +# standard trigonometry +def read_detox_model(filename=None, convertToLatLon = True): + """ + Reads a detox formatted point cloud and converts to a spherical point cloud + File contains 2 header lines and then points in dx, dy, dz from center of earth + """ + try: + f = open(filename,'r') + lines = f.readlines()[2:] + f.close() + except: + print("Error, file {} not found".format(filename)) + return -1, -1, -1, -1 + + nlines = len(lines) + x = np.zeros((nlines,)) + y = np.zeros((nlines,)) + z = np.zeros((nlines,)) + dvp = np.zeros((nlines,)) + + for iline, l in enumerate(lines): + a = l.split() + x[iline] = float(a[0]) + y[iline] = float(a[1]) + z[iline] = float(a[2]) + dvp[iline] = float(a[3]) + + if convertToLatLon: + radius = np.sqrt(x**2 + y**2 + z**2) + colatitude = np.arccos(z/radius) * 180.0/np.pi + longitude = np.arctan2(y, x) * 180.0/np.pi + latitude = 90-colatitude + return longitude, latitude, radius, dvp + else: + return x,y,z, dvp + + +# Reads the MIT08-P model +# Format has a single header line then columns for: +# latitude (-90 to 90 changing fastest) +# longitude (0 to 360 changing second) +# depth (22.6 to 2868.9 changing last) +# dvp (% relative to ak135) +def read_mit_model(filename=None): + """ + # Reads the MIT08-P model + # Format has a single header line then columns for: + # latitude (-90 to 90 changing fastest) + # longitude (0 to 360 changing second) + # depth (22.6 to 2868.9 changing last) + # dvp (% relative to ak135) + """ + try: + f = open(filename,'r') + lines = f.readlines()[1:] + f.close() + except: + print("Error, file {} not found.".format(filename)) + return -1, -1, -1, -1 + + nlines = len(lines) + latitude = np.zeros((nlines,)) + longitude = np.zeros((nlines,)) + depth = np.zeros((nlines,)) + radius = np.zeros((nlines,)) + dvp = np.zeros((nlines,)) + + for iline, l in enumerate(lines): + a = l.split() + latitude[iline] = float(a[0]) + longitude[iline] = float(a[1]) + if longitude[iline] > 180: + longitude[iline] -= 360 + depth[iline] = float(a[2]) + radius[iline] = 6371-depth[iline] + dvp[iline] = float(a[3]) + + return longitude, latitude, radius, dvp + + + +# Given a vector of depths and definitions for the bottoms of layers and tops of layers (all in km) +# sorts the given depth vector into a list of lists that define the depth nodes in each layer +def define_layer_depths(depths, depthBottoms, depthTops): + """ + Sets an array of depths from the input depths to layers based on depthTops and depthBottoms + Importantly, output must close: + The top of each layer must match the bottom of the upper layer + """ + layerDepths = [] + for ilayer in range(len(depthTops)): + tmpdepths = [] + for idp, dp in enumerate(depths): + #print(dp, depthBottoms[ilayer], depthTops[ilayer], ilayer) + if dp <= depthBottoms[ilayer] and dp >= depthTops[ilayer]: + tmpdepths.append(dp) + tmpdepths.append(depthBottoms[ilayer]) + tmpdepths.append(depthTops[ilayer]) + tmpdepths.sort() + tmpdepths = np.unique(tmpdepths) + tmpdepths = np.asarray(tmpdepths) + layerDepths.append(tmpdepths) + return layerDepths + + +def get_mit_profile(longitude, latitude, depths, + pmod, maxdepthp, + ref_depth, ref_vp, ref_vs, ref_rho, + kind='linear', mode='velocity', mindepthp=0, unitSphere=True, EarthRadius=6371): + """ + Creates a 1D profile at the point defined in latitude and longitude for an array of depths + pmod is a 3D function that interpolates the underlying velocity model at the chosen point. + Generate with code like: + from scipy.interpolate import NearestNDInterpolator + pmod = NearestNDInterpolator((longitude, latitude, radius), detox_abs_vel) + + maxdepthp forces the interpolator to use the reference model at depths greater than the set value. + + ref_x variables are from the read_ak135() function + """ + + assert kind in ['linear', 'nearest', 'nearest-up', 'zero', 'slinear', 'quadratic', 'cubic', 'previous', 'next'], 'error, kind not recognized.' + assert mode in ['velocity', 'slowness'], 'error, mode must be velocity or slowness' + + vp = np.zeros((len(depths),)) + vs = np.zeros((len(depths),)) + rho = np.zeros((len(depths),)) + + ref_vp_func = interpolate.interp1d(ref_depth, ref_vp, kind=kind, fill_value='extrapolate', bounds_error=False) + ref_vs_func = interpolate.interp1d(ref_depth, ref_vs, kind=kind, fill_value='extrapolate', bounds_error=False) + ref_rho_func = interpolate.interp1d(ref_depth, ref_rho, kind=kind, fill_value='extrapolate', bounds_error=False) + + ulon = np.pi * longitude / 180 + ulat = np.pi * latitude / 180 + + for idp, dp in enumerate(depths): + udp = dp / EarthRadius + if dp < maxdepthp: + if unitSphere: + lontmp = ulon + lattmp = ulat + dptmp = 1-udp + else: + lontmp = longitude + lattmp = latitude + dptmp = 6371-dp + vp[idp] = pmod(lontmp, lattmp, dptmp) + else: + vp[idp] = ref_vp_func(dp) + vs[idp] = ref_vs_func(dp) + rho[idp] = ref_rho_func(dp) + + if mode == 'slowness': + for idp, dp in enumerate(depths): + if vp[idp] <= 0.0: + vp[idp] = 0.0 + else: + vp[idp] = 1.0 / vp[idp] + if vs[idp] <= 0.0: + vs[idp] = 0.0 + else: + vs[idp] = 1.0 / vs[idp] + + return np.flipud(6371-depths), np.flipud(np.asarray([vp, vs, rho]).T) + From 1b3825f6cde92354f1a9191884f7c572d376fc9c Mon Sep 17 00:00:00 2001 From: rwporritt Date: Fri, 24 Feb 2023 17:29:59 -0700 Subject: [PATCH 02/16] Add files via upload --- Examples/AK135F_AVG_no_discon.csv | 145 ++++++++++++++++++ Examples/CRUST1.mat | Bin 0 -> 1822359 bytes Examples/IASP91.csv | 152 +++++++++++++++++++ Examples/PREM_1s.csv | 199 +++++++++++++++++++++++++ Examples/PREM_1s_NoOcean.csv | 199 +++++++++++++++++++++++++ Examples/data/AK135F_AVG_no_discon.csv | 145 ++++++++++++++++++ Examples/data/IASP91.csv | 152 +++++++++++++++++++ Examples/data/PREM_1s.csv | 199 +++++++++++++++++++++++++ Examples/data/tmp.points | 30 ++++ Examples/example_coords.xyz | 1 + 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0000000000000000000000000000000000000000..e655fac97281d226f232fbaa15f8c12c22555bf8 GIT binary patch literal 757 zcmWIWW@Zs#U|`??Vg`m){2a2aObiT%SQ!}Df&7&GWWDU%oU)_b+v{e;z0tBNgNZ&|*SAJ&wJ`F|>!cV%tM-Qp>`q>PbMUw?W&z0wta2C zbER4F#;n?#%Wo&X-uY~IH7&4m{0mtWWy$$xv2<(ytaN&8b};hHjjJIs7JR0}J9&3~|*q5b{Z zlRska&M|Q>Di04WUbF9WyV0_BYnu))wzd3i_;DBa)7f*Le%Pyi-Flh*!<%Mb%??=q zY3$l}s5D1Te9;uV zWQj(msp Date: Fri, 24 Feb 2023 17:32:38 -0700 Subject: [PATCH 03/16] Delete PyGeoTessExplorerLight_Examples.ipynb --- .../PyGeoTessExplorerLight_Examples.ipynb | 1302 ----------------- 1 file changed, 1302 deletions(-) delete mode 100644 Notebooks/PyGeoTessExplorerLight_Examples.ipynb diff --git a/Notebooks/PyGeoTessExplorerLight_Examples.ipynb b/Notebooks/PyGeoTessExplorerLight_Examples.ipynb deleted file mode 100644 index 8bf93de..0000000 --- a/Notebooks/PyGeoTessExplorerLight_Examples.ipynb +++ /dev/null @@ -1,1302 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "id": "b8faf6ca", - "metadata": {}, - "source": [ - "## Examples to run PyGeoTessExplorer" - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "id": "11e62359", - "metadata": {}, - "outputs": [], - "source": [ - "# Importing our library and setting the jar file link\n", - "import sys\n", - "sys.path.insert(0, \"../../python\")\n", - "\n", - "\n", - "from PyGeoTessExplorerLight import GeoTessExplorer\n", - "jarfile = '../../target/salsa3d-software-1.2022.5-jar-with-dependencies.jar'\n", - "\n", - "import matplotlib.pyplot as plt\n", - "import numpy as np\n", - "\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "fa16ac6a", - "metadata": {}, - "outputs": [], - "source": [ - "!pwd" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "9c41f3d1", - "metadata": { - "scrolled": true - }, - "outputs": [], - "source": [ - "# Run help function\n", - "gte = GeoTessExplorer()\n", - "gte.config['jarFile'] = jarfile\n", - "result, data = gte.execute()\n", - "print(result.stdout)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "3c295a94", - "metadata": {}, - "outputs": [], - "source": [ - "# Run help on a function\n", - "gte = GeoTessExplorer()\n", - "gte.config['jarFile'] = jarfile\n", - "gte.config['function'] = 'sliceDistAz'\n", - "gte.config['mode'] = 'help'\n", - "result, data = gte.execute()\n", - "print(result.stdout)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "911d0874", - "metadata": {}, - "outputs": [], - "source": [ - "gte = GeoTessExplorer()\n", - "gte.config['jarFile'] = jarfile\n", - "gte.setFunction(\"version\")\n", - "result, data = gte.execute()\n", - "print(result.stdout)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "2d0ff001", - "metadata": { - "scrolled": true - }, - "outputs": [], - "source": [ - "gte = GeoTessExplorer()\n", - "gte.config['jarFile'] = jarfile\n", - "gte.setFunction(\"toString\")\n", - "result, data = gte.execute()\n", - "print(result.stdout)\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "b67debc5", - "metadata": { - "scrolled": true - }, - "outputs": [], - "source": [ - "gte = GeoTessExplorer()\n", - "gte.config['jarFile'] = jarfile\n", - "gte.setFunction(\"toString\")\n", - "gte.config['modelFile'] = \"../data/AK135.geotess\"\n", - "result, data = gte.execute()\n", - "print(result.stdout)\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "38c3729d", - "metadata": {}, - "outputs": [], - "source": [ - "gte = GeoTessExplorer()\n", - "gte.config['jarFile'] = jarfile\n", - "gte.setFunction(\"updateModelDescription\")\n", - "gte.config['modelFile'] = \"../data/AK135.geotess\"\n", - "result, data = gte.execute()\n", - "print(result.stdout)\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "94b45b5d", - "metadata": { - "scrolled": true - }, - "outputs": [], - "source": [ - "gte = GeoTessExplorer()\n", - "gte.config['jarFile'] = jarfile\n", - "gte.setFunction(\"updateModelDescription\")\n", - "gte.config['modelFile'] = \"../data/AK135.geotess\"\n", - "gte.config['newModelFile'] = 'test2.geotess'\n", - "gte.config['updatedDescription'] = \"../data/PREM.geotess\"\n", - "result, data = gte.execute()\n", - "print(result.stdout)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "efff7848", - "metadata": { - "scrolled": true - }, - "outputs": [], - "source": [ - "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", - " function=\"statistics\", \n", - " modelFile = '../data/AK135.geotess')\n", - "gte = GeoTessExplorer(config = config)\n", - "result, stats = gte.execute()\n", - "stats" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "a9a755a9", - "metadata": {}, - "outputs": [], - "source": [ - "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", - " function=\"getClassName\", \n", - " modelFile = '../data/AK135.geotess')\n", - "gte = GeoTessExplorer(config = config)\n", - "result, data = gte.execute()\n", - "print(result.stdout)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "e5bb44f8", - "metadata": {}, - "outputs": [], - "source": [ - "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", - " function=\"equal\", \n", - " modelFile = '../data/AK135.geotess',\n", - " secondModel = 'test2.geotess')\n", - "gte = GeoTessExplorer(config = config)\n", - "result, data = gte.execute()\n", - "print(result.stdout)\n", - "print(data)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "2aa013ba", - "metadata": {}, - "outputs": [], - "source": [ - "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", - " function=\"extractGrid\", \n", - " modelFile = '../data/AK135.geotess',\n", - " gridOutputFile='tmp1.gmt', gridLayTess=0)\n", - "gte = GeoTessExplorer(config = config)\n", - "result, data = gte.execute()\n", - "print(result.stdout)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "5e8b0c2b", - "metadata": {}, - "outputs": [], - "source": [ - "print(data)\n", - "!ls -lh tmp1.gmt" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "cecdd3c6", - "metadata": {}, - "outputs": [], - "source": [ - "# Note that this exists as a static method so:\n", - "griddata = GeoTessExplorer.readGridGMT(result.stdout, # This is the string that is printed to standard out \n", - " writeFile = False, # These provide options to write to disk.\n", - " outputFileName = 'GeoTessExtractGrid.gmt')\n", - "print(griddata)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "9c618a61", - "metadata": {}, - "outputs": [], - "source": [ - "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", - " function=\"resample\", \n", - " modelFile = '../data/AK135.geotess',\n", - " newGrid = '../data/myfile.gtg',\n", - " newModelFile = 'test2.geotess'\n", - " )\n", - "gte = GeoTessExplorer(config = config)\n", - "result, data = gte.execute()\n", - "print(result.stdout)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "80364cf5", - "metadata": {}, - "outputs": [], - "source": [ - "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", - " function=\"extractActiveNodes\", \n", - " modelFile = '../data/AK135.geotess',\n", - " attributeIndices = [0, 1, 2],\n", - " reciprocal=True\n", - " )\n", - "gte = GeoTessExplorer(config = config)\n", - "result, data = gte.execute()\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "53c90a51", - "metadata": {}, - "outputs": [], - "source": [ - "\n", - "GeoTessExplorer.writeExtractNodes(data, 'ean4.asc', mode='3D')\n", - "!ls -lh ean4.asc\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "f0a5449b", - "metadata": {}, - "outputs": [], - "source": [ - "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", - " function=\"replaceAttributeValues\",\n", - " modelFile = \"../data/AK135.geotess\",\n", - " newAttributeValuesFile = \"ean4.asc\",\n", - " newModelFile = \"test3.geotess\"\n", - " )\n", - "gte = GeoTessExplorer(config = config)\n", - "result, d = gte.execute()\n", - "print(result.stdout)\n", - "print(result.stderr)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "7d3c4ba4", - "metadata": { - "scrolled": true - }, - "outputs": [], - "source": [ - "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", - " function=\"renameLayer\",\n", - " modelFile='../data/AK135.geotess',\n", - " newModelFile=\"test2.geotess\",\n", - " oldLayerName = 8,\n", - " newLayerName = \"SKY\"\n", - " )\n", - "gte = GeoTessExplorer(config = config)\n", - "result, data = gte.execute()\n", - "print(result.stdout)\n", - "print(result.stderr)\n", - "\n", - "gte = GeoTessExplorer()\n", - "gte.config['jarFile'] = jarfile\n", - "gte.setFunction(\"toString\")\n", - "gte.config['modelFile'] = \"test2.geotess\"\n", - "result, data = gte.execute()\n", - "print(result.stdout)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "1af6ab9e", - "metadata": {}, - "outputs": [], - "source": [ - "\n", - "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", - " function=\"reformat\",\n", - " modelFile='../data/AK135.geotess',\n", - " newModelFile=\"test2.geotess\"\n", - " )\n", - "gte = GeoTessExplorer(config = config)\n", - "result, data = gte.execute()\n", - "print(result.stdout)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "e8f896b1", - "metadata": {}, - "outputs": [], - "source": [ - "\n", - "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", - " function=\"getValues\",\n", - " modelFile='../data/AK135.geotess',\n", - " pointLongitude = 123.0,\n", - " pointLatitude = 12.0,\n", - " pointDepth = 100, layerID = 4, attributeIndices = [0, 1, 2]\n", - " )\n", - "gte = GeoTessExplorer(config = config)\n", - "result, data = gte.execute()\n", - "print(result.stdout)\n", - "print(data)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "a96c5125", - "metadata": { - "scrolled": true - }, - "outputs": [], - "source": [ - "\n", - "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", - " function=\"interpolatePoint\",\n", - " modelFile='../data/AK135.geotess',\n", - " pointLongitude = 123.0,\n", - " pointLatitude = 12.0,\n", - " pointDepth = 100, layerID = 4, attributeIndices = [0, 1, 2]\n", - " )\n", - "gte = GeoTessExplorer(config = config)\n", - "result, data = gte.execute()\n", - "print(result.stdout)\n", - "print(data)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "9abfc3ba", - "metadata": { - "scrolled": true - }, - "outputs": [], - "source": [ - "\n", - "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", - " function=\"getValuesFile\",\n", - " modelFile='../data/AK135.geotess',\n", - " inputPointsFile = '../data/tmp.points',\n", - " attributeIndices = [0, 1, 2]\n", - " )\n", - "gte = GeoTessExplorer(config = config)\n", - "result, data = gte.execute()\n", - "print(result.stdout)\n", - "print(data)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "26d64db0", - "metadata": {}, - "outputs": [], - "source": [ - "\n", - "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", - " function=\"borehole\",\n", - " modelFile='../data/AK135.geotess',\n", - " pointLatitude = 12.0,\n", - " pointLongitude = 123.0,\n", - " maximumRadialSpacing=20,\n", - " deepestLayerID=0, shallowestLayerID=8,\n", - " attributeIndices = [0, 1, 2]\n", - " )\n", - "gte = GeoTessExplorer(config = config)\n", - "result, data = gte.execute()\n", - "print(result.stdout)\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "80e11c1b", - "metadata": {}, - "outputs": [], - "source": [ - "plt.figure(figsize=(4,8))\n", - "plt.plot(1/data[:,1], 6371-data[:,0])\n", - "plt.gca().invert_yaxis()\n", - "plt.xlabel(\"Vp [km/s]\")\n", - "plt.ylabel(\"depth [km]\")\n", - "plt.grid()\n", - "plt.show()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "0cbf8805", - "metadata": {}, - "outputs": [], - "source": [ - "\n", - "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", - " function=\"profile\",\n", - " modelFile='../data/AK135.geotess',\n", - " pointLatitude = 12,\n", - " pointLongitude = 123,\n", - " deepestLayerID = 0, shallowestLayerID = 8, attributeIndices=[0, 1, 2]\n", - " )\n", - "gte = GeoTessExplorer(config = config)\n", - "result, data = gte.execute()\n", - "#print(result.stdout)\n", - "#print(data)\n", - "\n", - "plt.figure(figsize=(4,8))\n", - "plt.plot(1/data[:,1], 6371-data[:,0])\n", - "plt.gca().invert_yaxis()\n", - "plt.xlabel(\"Vp [km/s]\")\n", - "plt.ylabel(\"depth [km]\")\n", - "plt.grid()\n", - "plt.show()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "91f98746", - "metadata": {}, - "outputs": [], - "source": [ - "\n", - "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", - " function=\"findClosestPoint\",\n", - " modelFile='../data/AK135.geotess',\n", - " pointLatitude = 12,\n", - " pointLongitude = 123,\n", - " pointDepth = 100,\n", - " layerID = 4,\n", - " mode=\"execute\"\n", - " )\n", - "gte = GeoTessExplorer(config = config)\n", - "result, data = gte.execute()\n", - "print(result.stdout)\n", - "print(data)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "a3901858", - "metadata": {}, - "outputs": [], - "source": [ - "\n", - "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", - " function=\"slice\",\n", - " modelFile='../data/AK135.geotess',\n", - " beginLatitude = 12,\n", - " endLatitude = 22,\n", - " beginLongitude = 123,\n", - " endLongitude = 133,\n", - " nPointsSlice=100, maximumRadialSpacing=10,\n", - " deepestLayerID=2, shallowestLayerID=4,\n", - " outputSpatialCoords = [\"distance\", \"depth\"],\n", - " attributeIndices = [0]\n", - " )\n", - "gte = GeoTessExplorer(config = config)\n", - "result, data = gte.execute()\n", - "print(result.stdout)\n", - "print(data)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "2d0740c1", - "metadata": {}, - "outputs": [], - "source": [ - "plt.figure(figsize=(15,5))\n", - "plt.scatter(data[:,0], data[:,1], c=data[:,2], cmap=\"RdBu\",s=30)\n", - "plt.colorbar()\n", - "plt.gca().invert_yaxis()\n", - "plt.show()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "50acf507", - "metadata": { - "scrolled": true - }, - "outputs": [], - "source": [ - "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", - " function=\"sliceDistAz\",\n", - " modelFile='../data/AK135.geotess',\n", - " beginLatitude = 25,\n", - " beginLongitude = -130,\n", - " degDistanceToLastPoint=70.0,\n", - " azimuthToLastPoint=90, nPointsSlice=100, maximumRadialSpacing=25,\n", - " deepestLayerID=2, shallowestLayerID=8, outputSpatialCoords=[\"distance\", \"depth\"],\n", - " attributeIndices=[0, 1, 2]\n", - " )\n", - "gte = GeoTessExplorer(config = config)\n", - "result, data = gte.execute()\n", - "print(result.stdout)\n", - "print(data)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "df3969b0", - "metadata": {}, - "outputs": [], - "source": [ - "plt.figure(figsize=(15,5))\n", - "plt.scatter(data[:,0], data[:,1], c=1/data[:,3], cmap=\"RdBu\",s=30)\n", - "plt.colorbar()\n", - "plt.gca().invert_yaxis()\n", - "plt.show()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "49a365e3", - "metadata": { - "scrolled": true - }, - "outputs": [], - "source": [ - "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", - " function=\"mapValuesDepth\",\n", - " modelFile='../data/AK135.geotess',\n", - " beginLatitude = -90,\n", - " beginLongitude = -180,\n", - " endLatitude = 90,\n", - " endLongitude = 180,\n", - " layerID = 4,\n", - " attributeIndices=[0, 1, 2],\n", - " pointDepth=100, mapSpatialSamplingMode='number',\n", - " nLongitudeMap = 100, nLatitudeMap = 100, mode='execute'\n", - " )\n", - "gte = GeoTessExplorer(config = config)\n", - "result, data = gte.execute()\n", - "print(result.stdout)\n", - "print(data)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "87301ad0", - "metadata": {}, - "outputs": [], - "source": [ - "plt.figure(figsize=(15,5))\n", - "plt.scatter(data[:,1], data[:,0], c=1/data[:,3], cmap=\"RdBu\",s=30)\n", - "plt.colorbar()\n", - "plt.show()\n", - "\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "777be791", - "metadata": {}, - "outputs": [], - "source": [ - "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", - " function=\"mapValuesLayer\",\n", - " modelFile='../data/AK135.geotess',\n", - " beginLatitude = -90,\n", - " beginLongitude = -180,\n", - " endLatitude = 90,\n", - " endLongitude = 180,\n", - " layerID = 4,\n", - " attributeIndices=[0, 1, 2],\n", - " fractionalRadius= 0.5, mapSpatialSamplingMode='number',\n", - " nLongitudeMap = 100, nLatitudeMap = 100, mode='execute'\n", - " )\n", - "gte = GeoTessExplorer(config = config)\n", - "result, data = gte.execute()\n", - "print(result.stdout)\n", - "print(data)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "cc58ef25", - "metadata": {}, - "outputs": [], - "source": [ - "plt.figure(figsize=(15,5))\n", - "plt.scatter(data[:,1], data[:,0], c=1/data[:,3], cmap=\"RdBu\",s=30)\n", - "plt.colorbar()\n", - "plt.show()\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "9a2beb2e", - "metadata": {}, - "outputs": [], - "source": [ - "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", - " function=\"mapLayerBoundary\",\n", - " modelFile='../data/AK135.geotess',\n", - " beginLatitude = -90,\n", - " beginLongitude = -180,\n", - " endLatitude = 90,\n", - " endLongitude = 180,\n", - " layerID = 5,\n", - " attributeIndices=[0, 1, 2],\n", - " fractionalRadius= 0.5, mapSpatialSamplingMode='number',\n", - " nLongitudeMap = 100, nLatitudeMap = 100, mode='execute'\n", - " )\n", - "gte = GeoTessExplorer(config = config)\n", - "result, data = gte.execute()\n", - "print(result.stdout)\n", - "print(data)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "15c8b294", - "metadata": {}, - "outputs": [], - "source": [ - "plt.figure(figsize=(15,5))\n", - "plt.scatter(data[:,1], data[:,0], c=data[:,2], cmap=\"RdBu\",s=30)\n", - "plt.colorbar()\n", - "plt.show()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "3dff8c84", - "metadata": {}, - "outputs": [], - "source": [ - "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", - " function=\"mapLayerThickness\",\n", - " modelFile='../data/AK135.geotess',\n", - " beginLatitude = -90,\n", - " beginLongitude = -180,\n", - " endLatitude = 90,\n", - " endLongitude = 180,\n", - " deepestLayerID=4, shallowestLayerID = 8 \n", - " )\n", - "gte = GeoTessExplorer(config = config)\n", - "result, data = gte.execute()\n", - "#print(result.stdout)\n", - "#print(data)\n", - "\n", - "plt.figure(figsize=(15,5))\n", - "plt.scatter(data[:,1], data[:,0], c=data[:,2], cmap=\"RdBu\",s=30)\n", - "plt.colorbar(label=\"Thickness\")\n", - "plt.show()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "53048a2f", - "metadata": {}, - "outputs": [], - "source": [ - "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", - " function=\"values3DBlock\",\n", - " modelFile='../data/AK135.geotess',\n", - " beginLatitude = -90,\n", - " beginLongitude = -180,\n", - " endLatitude = 90,\n", - " endLongitude = 180,\n", - " mapSpatialSamplingMode='spacing', attributeIndices=[0, 1,2],\n", - " deepestLayerID=2, shallowestLayerID=5, verticalOutputMode='depth',\n", - " maximumRadialSpacing=25, spacingLatitudeMap=1.0, spacingLongitudeMap=1.0\n", - " )\n", - "gte = GeoTessExplorer(config = config)\n", - "result, data = gte.execute()\n", - "print(result.stdout)\n", - "print(data)\n", - "\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "450a548c", - "metadata": {}, - "outputs": [], - "source": [ - "print(data.shape)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "7a026e5c", - "metadata": {}, - "outputs": [], - "source": [ - "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", - " function=\"function\",\n", - " modelFile='../data/AK135.geotess',\n", - " attributeIndex0=0,\n", - " secondModel=\"../data/IASP91.geotess\",\n", - " attributeIndex1=0,\n", - " geometryModel = '../data/AK135.geotess',\n", - " newModelFile = 'diff_iasp_ak.geotess',\n", - " mode=\"execute\",\n", - " functionIndex = 2, newAttributeName=\"P_Perturbation\", newAttributeUnits=\"percent\"\n", - " )\n", - "gte = GeoTessExplorer(config = config)\n", - "result, data = gte.execute()\n", - "print(result.stdout)\n", - "\n", - "\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "5c6c970b", - "metadata": {}, - "outputs": [], - "source": [ - "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", - " function=\"sliceDistAz\",\n", - " modelFile='diff_iasp_ak.geotess',\n", - " beginLatitude = 25,\n", - " beginLongitude = -130,\n", - " degDistanceToLastPoint=70.0,\n", - " azimuthToLastPoint=90, nPointsSlice=100, maximumRadialSpacing=25,\n", - " deepestLayerID=2, shallowestLayerID=8, outputSpatialCoords=[\"distance\", \"depth\"],\n", - " attributeIndices=[0, 1, 2]\n", - " )\n", - "gte = GeoTessExplorer(config = config)\n", - "result, data = gte.execute()\n", - "#print(result.stdout)\n", - "#print(data)\n", - "plt.figure(figsize=(15,5))\n", - "plt.scatter(data[:,0], data[:,1], c=data[:,3], vmin=-5, vmax=5, cmap=\"RdBu\",s=10)\n", - "plt.colorbar()\n", - "plt.ylim(0, 1000)\n", - "plt.gca().invert_yaxis()\n", - "plt.show()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "7f867a45", - "metadata": {}, - "outputs": [], - "source": [ - "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", - " function=\"vtkLayers\",\n", - " modelFile='diff_iasp_ak.geotess',\n", - " outputFileNameStub = \"test_vtk_%d.vtk\",\n", - " layerIndices = [4, 5, 6, 7],\n", - " attributeIndices = [0, 1, 2])\n", - "gte = GeoTessExplorer(config = config)\n", - "result, data = gte.execute()\n", - "print(result.stdout)\n", - "print(data) " - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "33dfef46", - "metadata": {}, - "outputs": [], - "source": [ - "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", - " function=\"vtkDepths\",\n", - " modelFile='diff_iasp_ak.geotess',\n", - " vtkOutputFileName = \"test_vtk_depth.vtk\",\n", - " layerID = 4, firstDepth=200, lastDepth=200, depthSpacing=25,\n", - " attributeIndices = [0, 1, 2])\n", - "gte = GeoTessExplorer(config = config)\n", - "result, data = gte.execute()\n", - "print(result.stdout)\n", - "print(data) " - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "7d0d1b79", - "metadata": {}, - "outputs": [], - "source": [ - "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", - " function=\"vtkDepths2\",\n", - " modelFile='diff_iasp_ak.geotess',\n", - " vtkOutputFileName = \"test_vtk_depth.vtk\",\n", - " layerID = 4, depths = [200, 175, 150, 125, 100],\n", - " attributeIndices = [0, 1, 2])\n", - "gte = GeoTessExplorer(config = config)\n", - "result, data = gte.execute()\n", - "print(result.stdout)\n", - "print(data) " - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "1f3d7d1a", - "metadata": {}, - "outputs": [], - "source": [ - "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", - " function=\"vtkLayerThickness\",\n", - " modelFile='diff_iasp_ak.geotess',\n", - " vtkOutputFileName = \"test_vtk_depth.vtk\",\n", - " deepestLayerID = 4, shallowestLayerID=8)\n", - "gte = GeoTessExplorer(config = config)\n", - "result, data = gte.execute()\n", - "print(result.stdout)\n", - "print(data) " - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "19ea4764", - "metadata": {}, - "outputs": [], - "source": [ - "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", - " function=\"vtkLayerBoundary\",\n", - " modelFile='diff_iasp_ak.geotess',\n", - " vtkOutputFileName = \"test_vtk_depth.vtk\",\n", - " )\n", - "gte = GeoTessExplorer(config = config)\n", - "result, data = gte.execute()\n", - "print(result.stdout)\n", - "print(data) " - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "a333b74b", - "metadata": {}, - "outputs": [], - "source": [ - "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", - " function=\"vtkSlice\",\n", - " modelFile='diff_iasp_ak.geotess',\n", - " vtkOutputFileName = \"test_vtk_slice.vtk\",\n", - " beginLatitude = 12,\n", - " endLatitude = 22,\n", - " beginLongitude = 123,\n", - " endLongitude = 133,\n", - " nPointsSlice=100, maximumRadialSpacing=10,\n", - " deepestLayerID=2, shallowestLayerID=4,\n", - " attributeIndices = [0,1,2]\n", - " )\n", - "gte = GeoTessExplorer(config = config)\n", - "result, data = gte.execute()\n", - "print(result.stdout)\n", - "print(data) " - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "2bbe557a", - "metadata": {}, - "outputs": [], - "source": [ - "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", - " function=\"vtkSolid\",\n", - " modelFile='diff_iasp_ak.geotess',\n", - " vtkOutputFileName = \"test_vtk_solid.vtk\",\n", - " maximumRadialSpacing=50,\n", - " deepestLayerID=2, shallowestLayerID=4,\n", - " attributeIndices = [0,1,2]\n", - " )\n", - "gte = GeoTessExplorer(config = config)\n", - "result, data = gte.execute()\n", - "print(result.stdout)\n", - "print(data) " - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "27356059", - "metadata": {}, - "outputs": [], - "source": [ - "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", - " function=\"vtk3DBlock\",\n", - " modelFile='diff_iasp_ak.geotess',\n", - " vtkOutputFileName = \"test_vtk_3Dblock.vtk\",\n", - " beginLatitude = -90,\n", - " beginLongitude = -180,\n", - " endLatitude = 90,\n", - " endLongitude = 180,\n", - " mapSpatialSamplingMode='spacing', attributeIndices=[0, 1, 2],\n", - " deepestLayerID=2, shallowestLayerID=5, verticalOutputMode='depth',\n", - " maximumRadialSpacing=25, spacingLatitudeMap=1.0, spacingLongitudeMap=1.0\n", - " )\n", - "gte = GeoTessExplorer(config = config)\n", - "result, data = gte.execute()\n", - "print(result.stdout)\n", - "print(data) " - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "761befdc", - "metadata": {}, - "outputs": [], - "source": [ - "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", - " function=\"vtkPoints\",\n", - " inputPointsFile = '../data/tmp.points',\n", - " vtkOutputFileName = 'tmp.vtk'\n", - " )\n", - "gte = GeoTessExplorer(config = config)\n", - "result, data = gte.execute()\n", - "print(result.stdout)\n", - "print(data) " - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "06915fe8", - "metadata": {}, - "outputs": [], - "source": [ - "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", - " function=\"vtkRobinson\",\n", - " modelFile=\"diff_iasp_ak.geotess\",\n", - " centerLongitude=25.0, pointDepth=100.0, attributeIndices=[0],\n", - " layerID = 4, vtkOutputFileName = 'tmp.vtk'\n", - " )\n", - "gte = GeoTessExplorer(config = config)\n", - "result, data = gte.execute()\n", - "print(result.stdout)\n", - "print(data) " - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "ec146c97", - "metadata": {}, - "outputs": [], - "source": [ - "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", - " function=\"vtkRobinsonLayers\",\n", - " modelFile=\"diff_iasp_ak.geotess\",\n", - " outputFileNameStub = 'vtk_tmp_%d.vtk',\n", - " centerLongitude=25.0, layerIndices=[4,5,6], attributeIndices=[0]\n", - " )\n", - "gte = GeoTessExplorer(config = config)\n", - "result, data = gte.execute()\n", - "print(result.stdout)\n", - "print(data) " - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "30db2ca8", - "metadata": {}, - "outputs": [], - "source": [ - "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", - " function=\"vtkLayerAverage\",\n", - " modelFile='diff_iasp_ak.geotess',\n", - " vtkOutputFileName = 'tmp.vtk',\n", - " layerID = 6, attributeIndices=[0])\n", - "gte = GeoTessExplorer(config = config)\n", - "result, data = gte.execute()\n", - "print(result.stdout)\n", - "print(data) " - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "a682fb47", - "metadata": { - "scrolled": true - }, - "outputs": [], - "source": [ - "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", - " function=\"getLatitudes\",\n", - " beginLatitude=32, endLatitude=42, \n", - " mapSpatialSamplingMode = 'number',\n", - " nLatitudeMap = 100)\n", - "gte = GeoTessExplorer(config = config)\n", - "result, latitudes = gte.execute()\n", - "print(result.stdout)\n", - "print(latitudes.shape)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "95f3db8f", - "metadata": { - "scrolled": true - }, - "outputs": [], - "source": [ - "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", - " function=\"getLongitudes\",\n", - " beginLongitude=123, endLongitude=153, \n", - " mapSpatialSamplingMode = 'number',\n", - " nLongitudeMap = 100)\n", - "gte = GeoTessExplorer(config = config)\n", - "result, longitudes = gte.execute()\n", - "print(result.stdout)\n", - "print(longitudes.shape)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "e0c3ee73", - "metadata": { - "scrolled": true - }, - "outputs": [], - "source": [ - "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", - " function=\"getDistanceDegrees\",\n", - " beginLongitude=123, endLongitude=153,\n", - " beginLatitude=24, endLatitude = 32,\n", - " nPointsSlice = 100)\n", - "gte = GeoTessExplorer(config = config)\n", - "result, data = gte.execute()\n", - "print(result.stdout)\n", - "print(data.shape)" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "id": "9b84fbda", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "CompletedProcess(args=['java', '-cp', '../../target/salsa3d-software-1.2022.5-jar-with-dependencies.jar', 'gov.sandia.geotess.GeoTessExplorer', 'translatePolygon', '../data/southern_california.kmz', 'fileout.vtk'], returncode=0, stdout='', stderr='')\n", - "-rw-r--r-- 1 rwporri SANDIA\\Domain Users 402B Feb 24 14:44 fileout.vtk\r\n" - ] - } - ], - "source": [ - "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", - " function=\"translatePolygon\",\n", - " inputPolygon=\"../data/southern_california.kmz\", \n", - " outputPolygon=\"fileout.vtk\")\n", - "gte = GeoTessExplorer(config = config)\n", - "result, data = gte.execute()\n", - "print(result)\n", - "!ls -lh fileout.vtk" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "id": "39808a59", - "metadata": { - "scrolled": true - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Error, unable to run GeoTessExplorer.\n", - "Run failed. See stderr\n" - ] - }, - { - "data": { - "text/plain": [ - "-1" - ] - }, - "execution_count": 8, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "## The following examples require GeoTess models with site terms (ie SALSA3D)\n", - "\n", - "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", - " function=\"extractSiteTerms\", \n", - " modelFile=\"../data/SALSA3D_v2_PS.geotess\")\n", - "gte = GeoTessExplorer(config = config)\n", - "result, data = gte.execute()\n", - "print(result.stdout)\n", - "data" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "ac3de46c", - "metadata": {}, - "outputs": [], - "source": [ - "data['TT_SITE_CORRECTION_P SECONDS'][0] = 42\n", - "GeoTessExplorer.writeSiteTermsDFtoFile(data, 'tmp.txt')" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "b5b90844", - "metadata": {}, - "outputs": [], - "source": [ - "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", - " function=\"replaceSiteTerms\", \n", - " modelFile=\"../data/SALSA3D_v2_PS.geotess\",\n", - " newSiteTermFile = 'tmp.txt',\n", - " newModelFile='test.geotess')\n", - "gte = GeoTessExplorer(config = config)\n", - "result, data = gte.execute()\n", - "print(result.stdout)\n", - "data" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "e4886c94", - "metadata": {}, - "outputs": [], - "source": [ - "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", - " function=\"extractSiteTerms\", \n", - " modelFile=\"test.geotess\")\n", - "gte = GeoTessExplorer(config = config)\n", - "result, data = gte.execute()\n", - "#print(result.stdout)\n", - "data" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "6b803a49", - "metadata": {}, - "outputs": [], - "source": [ - "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", - " function=\"extractPathDependentUncertaintyRSTT\", \n", - " modelFile=\"../data/pdu202009Du.geotess\",\n", - " RSTT_FileNameStub = \"\"\"tmp_.dat\"\"\",\n", - " RSTT_OutputType = 'geotess'\n", - " )\n", - "gte = GeoTessExplorer(config = config)\n", - "result, data = gte.execute()\n", - "print(result.stdout)\n", - "data\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "d119202a", - "metadata": { - "scrolled": true - }, - "outputs": [], - "source": [ - "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", - " function=\"replacePathDependentUncertaintyRSTT\", \n", - " modelFile=\"../data/pdu202009Du.geotess\",\n", - " RSTT_FileNameStub = \"\"\"tmp_.dat\"\"\",\n", - " newModelFile=\"test_rstt.geotess\")\n", - "gte = GeoTessExplorer(config = config)\n", - "result, data = gte.execute()\n", - "print(result.stdout)\n", - "data\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "f404687f", - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.10.4" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} From c55e22118f2c7e2ce8d5c6aa07a18f859785dc4f Mon Sep 17 00:00:00 2001 From: rwporritt Date: Fri, 24 Feb 2023 17:32:50 -0700 Subject: [PATCH 04/16] Delete Notebooks directory --- Notebooks/PyPCalc_EX01.ipynb | 166 ---------------- Notebooks/PyPCalc_EX02.ipynb | 141 ------------- Notebooks/PyPCalc_EX03.ipynb | 371 ----------------------------------- Notebooks/PyPCalc_EX04.ipynb | 137 ------------- Notebooks/PyPCalc_EX05.ipynb | 136 ------------- Notebooks/PyPCalc_EX06.ipynb | 127 ------------ Notebooks/PyPCalc_EX07.ipynb | 183 ----------------- Notebooks/PyPCalc_EX08.ipynb | 175 ----------------- Notebooks/PyPCalc_EX10.ipynb | 190 ------------------ 9 files changed, 1626 deletions(-) delete mode 100644 Notebooks/PyPCalc_EX01.ipynb delete mode 100644 Notebooks/PyPCalc_EX02.ipynb delete mode 100644 Notebooks/PyPCalc_EX03.ipynb delete mode 100644 Notebooks/PyPCalc_EX04.ipynb delete mode 100644 Notebooks/PyPCalc_EX05.ipynb delete mode 100644 Notebooks/PyPCalc_EX06.ipynb delete mode 100644 Notebooks/PyPCalc_EX07.ipynb delete mode 100644 Notebooks/PyPCalc_EX08.ipynb delete mode 100644 Notebooks/PyPCalc_EX10.ipynb diff --git a/Notebooks/PyPCalc_EX01.ipynb b/Notebooks/PyPCalc_EX01.ipynb deleted file mode 100644 index 1353924..0000000 --- a/Notebooks/PyPCalc_EX01.ipynb +++ /dev/null @@ -1,166 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "id": "7da98c8c", - "metadata": {}, - "source": [ - "## Example 01" - ] - }, - { - "cell_type": "markdown", - "id": "485d2c22", - "metadata": {}, - "source": [ - "This notebook is designed to replicate example 1 from the PCalc user's manual" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "cba5c210", - "metadata": {}, - "outputs": [], - "source": [ - "import sys\n", - "sys.path.insert(0, \"../../python\")\n", - "\n", - "\n", - "jarfile = '../../target/salsa3d-software-1.2022.5-jar-with-dependencies.jar'\n", - "\n", - "import matplotlib.pyplot as plt\n", - "import numpy as np\n", - "\n", - "from PyPCalc import PCalc\n", - "PCalc.print_example01_info()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "d96db269", - "metadata": { - "scrolled": false - }, - "outputs": [], - "source": [ - "# PCalc objects are best initialized after setting your desired configuration and properties.\n", - "# configuration refers to how the python wrapper class interacts with the base pcalc jar file\n", - "# properties define the pcalc propeties that are used when the jar is executed\n", - "\n", - "config = PCalc.initialize_configuration(captureOutput=True, use_slbm=False, \n", - " returnObject='points',\n", - " jarFile = jarfile)\n", - "\n", - "props = PCalc.initialize_properties(\n", - " application = 'model_query',\n", - " workDir = '.',\n", - " geotessModel=\"../data/AK135.geotess\",\n", - " inputType = 'file',\n", - " inputFile = \"../data/example_coords.xyz\",\n", - " inputAttributes = 'latitude longitude depth',\n", - " batchSize = 10,\n", - " outputFile = \"/pcalc_query_file_output.dat\",\n", - " logFile = \"/pcalc_log.txt\",\n", - " terminalOutput = True,\n", - " separator = 'space',\n", - " outputAttributes = 'pslowness')\n", - "\n", - "# Creates the PCalc object using the define properties and configuration dictionaries.\n", - "calc = PCalc(config = config, properties = props)\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "c7b81a21", - "metadata": {}, - "outputs": [], - "source": [ - "# Set properties and configuration aspects can be viewed:\n", - "print(\"PCalc properties:\")\n", - "calc.viewSetProperties()\n", - "print(\"++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++\")\n", - "print(\"PyPCalc Configuration:\")\n", - "calc.viewSetConfiguration()\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "0ff14c62", - "metadata": {}, - "outputs": [], - "source": [ - "# In order to actually run pcalc, first write the properties file and then execute\n", - "calc.writePropertiesFile()\n", - "r, data = calc.execute()\n", - "# The execute method calls the PCalc jar file and returns the terminal output as the first value (r)\n", - "# and the data file that is generated as output is read in to Python as the second value (data)\n", - "\n", - "print(r.stdout)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "1ab4f0ff", - "metadata": {}, - "outputs": [], - "source": [ - "# For this case, we've set the 'returnObject' in the configuration to points\n", - "# This creates a list of values from the class PointMeasurement that just contains the data contained \n", - "# the output file. Alternatives include 'dataFrame' to get the raw pandas dataFrame object\n", - "# or 'array' to get a numpy array\n", - "#data[0].toString()\n", - "data" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "0a0f88ce", - "metadata": {}, - "outputs": [], - "source": [ - "# If you want to create your own input file rather than the included ../data/example_coords.xyz, you can use the write \n", - "# method of the PointMeasurement object as:\n", - "fp = open(\"tmp.dat\", \"w\")\n", - "for pt in data:\n", - " pt.write(fp, mode='longitude latitude depth', separator = 'tab')\n", - "fp.close()\n", - "!head tmp.dat" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "6ec04f1a", - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.10.4" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} diff --git a/Notebooks/PyPCalc_EX02.ipynb b/Notebooks/PyPCalc_EX02.ipynb deleted file mode 100644 index 02fbaf2..0000000 --- a/Notebooks/PyPCalc_EX02.ipynb +++ /dev/null @@ -1,141 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": null, - "id": "c60ce11d", - "metadata": {}, - "outputs": [], - "source": [ - "import sys\n", - "sys.path.insert(0, \"../../python\")\n", - "\n", - "\n", - "jarfile = '../../target/salsa3d-software-1.2022.5-jar-with-dependencies.jar'\n", - "\n", - "import matplotlib.pyplot as plt\n", - "import numpy as np\n", - "\n", - "from PyPCalc import PCalc\n", - "PCalc.print_example02_info()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "f081092b", - "metadata": {}, - "outputs": [], - "source": [ - "config = PCalc.initialize_configuration(captureOutput=True, use_slbm=False, returnObject='dataFrame',\n", - " jarFile = jarfile)\n", - "\n", - "props = PCalc.initialize_properties(\n", - " application = 'model_query',\n", - " workDir = '.',\n", - " geotessModel=\"../data/AK135.geotess\",\n", - " inputType = 'greatcircle',\n", - " gcStart = \"0 0\",\n", - " gcDistance = 180,\n", - " gcAzimuth = 0,\n", - " gcSpacing = 10,\n", - " gcPositionParameters = 'x, y, distance, depth',\n", - " depthSpecificationMethod = 'maxDepthSpacing',\n", - " maxDepthSpacing = 100,\n", - " maxDepth = 'top of m660',\n", - " outputFile = \"/pcalc_query_greatcircle_output.dat\",\n", - " logFile = \"/pcalc_log.txt\",\n", - " terminalOutput = True,\n", - " outputHeader = True,\n", - " separator = 'tab',\n", - " outputAttributes = 'pslowness')\n", - "\n", - "calc = PCalc(config = config, properties = props)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "ff120d98", - "metadata": {}, - "outputs": [], - "source": [ - "# Set properties and configuration aspects can be viewed:\n", - "print(\"PCalc properties:\")\n", - "calc.viewSetProperties()\n", - "print(\"++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++\")\n", - "print(\"PyPCalc Configuration:\")\n", - "calc.viewSetConfiguration()\n", - "\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "64db4ce4", - "metadata": {}, - "outputs": [], - "source": [ - "# In order to actually run pcalc, first write the properties file and then execute\n", - "calc.writePropertiesFile()\n", - "r, data = calc.execute()\n", - "# The execute method calls the PCalc jar file and returns the terminal output as the first value (r)\n", - "# and the data file that is generated as output is read in to Python as the second value (data)\n", - "\n", - "print(r.stdout)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "0a4f5417", - "metadata": {}, - "outputs": [], - "source": [ - "# This time, the configuration set the returnObject to dataFrame.\n", - "# This is a structure from the Pandas library that organizes tables nicely\n", - "data" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "86657193", - "metadata": {}, - "outputs": [], - "source": [ - "data.boxplot()\n", - "plt.show()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "4c5957a5", - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.10.4" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} diff --git a/Notebooks/PyPCalc_EX03.ipynb b/Notebooks/PyPCalc_EX03.ipynb deleted file mode 100644 index 611689c..0000000 --- a/Notebooks/PyPCalc_EX03.ipynb +++ /dev/null @@ -1,371 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 2, - "id": "87981171", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - "Example 3 showcases the output grid functionality\n", - "Key properties include:\n", - "inputType = 'grid'\n", - "gridRangeLat = '15 45 16' # sets min, max, and N latitudes\n", - "gridRangeLon = '70 110 21' # sets min, max and N longitudes\n", - "depthSpecificationMethod = 'depths' # see ex2 or the manual for more on depth specification\n", - "depths = '100.0, 200.0' # Set of depths to compute the grids in lat/lon for\n", - "\n" - ] - } - ], - "source": [ - "import sys\n", - "sys.path.insert(0, \"../../python\")\n", - "\n", - "jarfile = \"../../target/salsa3d-software-1.2022.5-jar-with-dependencies.jar\"\n", - "\n", - "from PyPCalc import PCalc\n", - "PCalc.print_example03_info()" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "id": "f73e1cbb", - "metadata": {}, - "outputs": [], - "source": [ - "config = PCalc.initialize_configuration(captureOutput=True, use_slbm=False, returnObject='array',\n", - " jarFile = jarfile)\n", - "\n", - "props = PCalc.initialize_properties(\n", - " application = 'model_query',\n", - " workDir = '.',\n", - " geotessModel=\"../data/AK135.geotess\",\n", - " inputType = 'grid',\n", - " gridRangeLat = \"15 45 16\",\n", - " gridRangeLon = \"70 110 21\",\n", - " depthSpecificationMethod = 'depths',\n", - " depths = \"100.0, 200.0\",\n", - " outputType = 'file',\n", - " outputFile = \"/pcalc_query_grid_output.dat\",\n", - " logFile = \"/pcalc_log.txt\",\n", - " terminalOutput = True,\n", - " outputHeader = True,\n", - " outputFormat = \"%1.4f\",\n", - " separator = 'tab',\n", - " outputAttributes = 'pslowness')\n", - "\n", - "calc = PCalc(config = config, properties = props)" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "id": "75b2bc76", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "PCalc properties:\n", - "application = model_query\n", - "workDir = .\n", - "geotessModel = ../data/AK135.geotess\n", - "inputType = grid\n", - "batchSize = 1\n", - "outputFile = /pcalc_query_grid_output.dat\n", - "logFile = /pcalc_log.txt\n", - "terminalOutput = True\n", - "separator = tab\n", - "outputAttributes = pslowness\n", - "outputHeader = True\n", - "depthSpecificationMethod = depths\n", - "gridRangeLat = 15 45 16\n", - "gridRangeLon = 70 110 21\n", - "depths = 100.0, 200.0\n", - "outputFormat = %1.4f\n", - "outputType = file\n", - "++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++\n", - "PyPCalc Configuration:\n", - "jarFile = ../../target/salsa3d-software-1.2022.5-jar-with-dependencies.jar\n", - "propertiesFile = PCalc.properties\n", - "captureOutput = True\n", - "propertyFileWritten = False\n", - "slbm_libdir = None\n", - "use_slbm = False\n", - "use_oracle = False\n", - "ojdbc_jar = None\n", - "returnObject = array\n", - "executionMode = Salsa3DSoftware\n", - "wallet = None\n", - "memoryString = -Xmx256g\n" - ] - } - ], - "source": [ - "# Set properties and configuration aspects can be viewed:\n", - "print(\"PCalc properties:\")\n", - "calc.viewSetProperties()\n", - "print(\"++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++\")\n", - "print(\"PyPCalc Configuration:\")\n", - "calc.viewSetConfiguration()\n", - "\n" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "id": "1ad81084", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "PCalc.1.2022.5.1 running on s1067322 started 2023-02-24 14:23:54 -0700\n", - "\n", - "PCalc.1.2022.5.1 running on s1067322 started 2023-02-24 14:23:54 -0700\n", - "\n", - "Properties:\n", - "terminalOutput = True\n", - "depthSpecificationMethod = depths\n", - "propertyFile = /Users/rwporri/src/Salsa3DSoftware_Py/Salsa3DSoftware-master/Examples/Notebooks/PCalc.properties\n", - "geotessModel = ../data/AK135.geotess\n", - "outputType = file\n", - "gridRangeLon = 70 110 21\n", - "separator = tab\n", - "gridRangeLat = 15 45 16\n", - "outputFile = /pcalc_query_grid_output.dat\n", - "outputAttributes = pslowness\n", - "application = model_query\n", - "outputHeader = True\n", - "logFile = /pcalc_log.txt\n", - "depths = 100.0, 200.0\n", - "inputType = grid\n", - "workDir = .\n", - "batchSize = 1\n", - "outputFormat = %1.4f\n", - "\n", - "Application = queryModel\n", - "\n", - "Reading GeoModel /Users/rwporri/src/Salsa3DSoftware_Py/Salsa3DSoftware-master/Examples/data/AK135.geotess\n", - "Reading geotessModel took 3.319098 seconds\n", - "********************************************************************************\n", - "GeoTessModel.1.2022.5.1\n", - "OS: MacOSX\n", - "Input Model File : /Users/rwporri/src/Salsa3DSoftware_Py/Salsa3DSoftware-master/Examples/Notebooks/../data/AK135.geotess\n", - "generated by GeoTessCPPExamples.PopulateModel3D 1.0.0, 2022-03-07 15:53:34.620508\n", - "modelFileFormat : 3\n", - "Model load time : 3.301 seconds\n", - "Grid loaded from file *\n", - "Model Description:\n", - "\n", - "AK135 slowness model\n", - "\n", - "\n", - "\n", - "EarthShape: SPHERE\n", - "DataType: FLOAT\n", - "\n", - "Attributes:\n", - " 0: PSLOWNESS (sec/km)\n", - " 1: SSLOWNESS (sec/km)\n", - " 2: rho (g/cc)\n", - "\n", - "Layers:\n", - " Index TessId Name\n", - " 8 0 SURFACE\n", - " 7 0 UPPER_CRUST\n", - " 6 0 MIDDLE_CRUST\n", - " 5 0 LOWER_CRUST\n", - " 4 0 MOHO\n", - " 3 0 M410\n", - " 2 0 M660\n", - " 1 0 CMB\n", - " 0 0 ICB\n", - "\n", - "eulerRotationAngles: null\n", - "\n", - "Layer connected active number active profile profile profile profile profile profile\n", - "Index vertices vertices of points points npoints constant thin empty surface surface_empty\n", - "----- -------- --------- --------- --------- --------- --------- --------- --------- --------- -------------\n", - " 8 40962 40962 81924 81924 40962 0 0 0 0 0\n", - " 7 40962 40962 163848 163848 40962 0 0 0 0 0\n", - " 6 40962 40962 122886 122886 40962 0 0 0 0 0\n", - " 5 40962 40962 81924 81924 40962 0 0 0 0 0\n", - " 4 40962 40962 409620 409620 40962 0 0 0 0 0\n", - " 3 40962 40962 245772 245772 40962 0 0 0 0 0\n", - " 2 40962 40962 1884252 1884252 40962 0 0 0 0 0\n", - " 1 40962 40962 1966176 1966176 40962 0 0 0 0 0\n", - " 0 40962 40962 1024050 1024050 40962 0 0 0 0 0\n", - "----- -------- --------- --------- --------- --------- --------- --------- --------- --------- -------------\n", - "Total 40962 368658 5980452 5980452 368658 0 0 0 0 0\n", - "\n", - "GeoTessGrid:\n", - "gridID = 5163B56630A3A3B9FE834CA98D979722\n", - "\n", - "nTessellations = 1\n", - "nLevels = 7\n", - "nVertices = 40962\n", - "nTriangles = 109220\n", - "\n", - " Tess Level LevelID EdgeLength NVertices NTriangles First Last+1\n", - " 0 0 0 64.0000 12 20 0 20\n", - " 0 1 1 32.0000 42 80 20 100\n", - " 0 2 2 16.0000 162 320 100 420\n", - " 0 3 3 8.0000 642 1280 420 1700\n", - " 0 4 4 4.0000 2562 5120 1700 6820\n", - " 0 5 5 2.0000 10242 20480 6820 27300\n", - " 0 6 6 1.0000 40962 81920 27300 109220\n", - "\n", - "********************************************************************************\n", - "\n", - "Sending output to /Users/rwporri/src/Salsa3DSoftware_Py/Salsa3DSoftware-master/Examples/Notebooks/pcalc_query_grid_output.dat\n", - "PCalc processed 336 points x 2 depths = 672 queries in 0.014 sec\n", - "\n", - "Properties that actually got requested and returned:\n", - "application = model_query\n", - "applicationName = PCalc\n", - "depthFast = true\n", - "depthSpecificationMethod = depths\n", - "depths = 100.0, 200.0\n", - "earthShape = WGS84\n", - "geotessModel = ../data/AK135.geotess\n", - "gridPositionParameters = longitude latitude depth\n", - "gridRangeLat = 15 45 16\n", - "gridRangeLon = 70 110 21\n", - "inputHeaderRow = false\n", - "inputType = grid\n", - "logFile = /pcalc_log.txt\n", - "logFile = ./pcalc_log.txt\n", - "outputAttributes = pslowness\n", - "outputFile = /pcalc_query_grid_output.dat\n", - "outputFormat = %1.4f\n", - "outputHeader = True\n", - "outputType = file\n", - "overwriteExistingOutputFile = true\n", - "parallelMode = concurrent\n", - "propertyFile = /Users/rwporri/src/Salsa3DSoftware_Py/Salsa3DSoftware-master/Examples/Notebooks/PCalc.properties\n", - "separator = tab\n", - "terminalOutput = True\n", - "yFast = true\n", - "\n", - "Processing complete 2023-02-24 14:23:58 -0700. Elapsed time 4.098000 seconds\n", - "Shutting down executor service\n", - "Closing parallel broker.\n", - "\n" - ] - } - ], - "source": [ - "# In order to actually run pcalc, first write the properties file and then execute\n", - "calc.writePropertiesFile()\n", - "r, data = calc.execute()\n", - "# The execute method calls the PCalc jar file and returns the terminal output as the first value (r)\n", - "# and the data file that is generated as output is read in to Python as the second value (data)\n", - "\n", - "print(r.stdout)" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "id": "05da47f2", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "array([[7.000e+01, 1.500e+01, 1.000e+02, 1.243e-01],\n", - " [7.000e+01, 1.500e+01, 2.000e+02, 1.209e-01],\n", - " [7.200e+01, 1.500e+01, 1.000e+02, 1.243e-01],\n", - " ...,\n", - " [1.080e+02, 4.500e+01, 2.000e+02, 1.209e-01],\n", - " [1.100e+02, 4.500e+01, 1.000e+02, 1.243e-01],\n", - " [1.100e+02, 4.500e+01, 2.000e+02, 1.209e-01]])" - ] - }, - "execution_count": 11, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# This case we output an array. It's a little less nicely organized, but it is easy to send to other tools\n", - "# like matplotlib\n", - "data" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "id": "29037843", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "

    " - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "import matplotlib.pyplot as plt\n", - "import numpy as np\n", - "\n", - "# initialize the figure\n", - "plt.figure(figsize=(15,7))\n", - "\n", - "# Just gets the 100 km depth slice\n", - "idx = np.where(data[:,2] == 100)\n", - "\n", - "# Uses scatter to plot. Note that this looks a little weird because it's a postage stamp on the earth\n", - "# and this doesn't have any geographic references\n", - "plt.scatter(data[idx,0], data[idx,1], c=1.0/data[idx,3], cmap='seismic_r', s=200)\n", - "plt.colorbar(label='P wavespeed')\n", - "plt.show()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "89de1d0c", - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.10.4" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} diff --git a/Notebooks/PyPCalc_EX04.ipynb b/Notebooks/PyPCalc_EX04.ipynb deleted file mode 100644 index 841abe2..0000000 --- a/Notebooks/PyPCalc_EX04.ipynb +++ /dev/null @@ -1,137 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": null, - "id": "8a3e27f1", - "metadata": {}, - "outputs": [], - "source": [ - "import sys\n", - "sys.path.insert(0,\"../../python\")\n", - "\n", - "jarfile = \"../../target/salsa3d-software-1.2022.5-jar-with-dependencies.jar\"\n", - "\n", - "from PyPCalc import PCalc\n", - "PCalc.print_example04_info()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "4b517f0b", - "metadata": {}, - "outputs": [], - "source": [ - "config = PCalc.initialize_configuration(captureOutput=True, use_slbm=False, \n", - " returnObject='points', jarFile = jarfile)\n", - "\n", - "props = PCalc.initialize_properties(\n", - " maxProcessors = 4,\n", - " application = 'predictions',\n", - " workDir = '.',\n", - " predictors = 'bender',\n", - " benderModel = \"../data/AK135.geotess\",\n", - " inputType = 'file',\n", - " inputFile = '../data/example_coords.xyz',\n", - " batchSize = 10,\n", - " inputAttributes = 'origin_lat, origin_lon, origin_depth',\n", - " phase = 'P',\n", - " site = '37, 139, 0.6',\n", - " sta = \"SYNTH\",\n", - " jdate = '2011001',\n", - " outputType = 'file',\n", - " outputFile = \"/pcalc_predictions_file_output.dat\",\n", - " logFile = \"/pcalc_log.txt\",\n", - " terminalOutput = True,\n", - " outputHeader = True,\n", - " outputFormat = \"%8.4f\",\n", - " separator = 'space',\n", - " outputAttributes = 'travel_time')\n", - "\n", - "# Creates the main pcalc object\n", - "calc = PCalc(config = config, properties = props)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "3ebbf181", - "metadata": {}, - "outputs": [], - "source": [ - "# Set properties and configuration aspects can be viewed:\n", - "print(\"PCalc properties:\")\n", - "calc.viewSetProperties()\n", - "print(\"++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++\")\n", - "print(\"PyPCalc Configuration:\")\n", - "calc.viewSetConfiguration()\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "91948602", - "metadata": {}, - "outputs": [], - "source": [ - "# In order to actually run pcalc, first write the properties file and then execute\n", - "calc.writePropertiesFile()\n", - "r, data = calc.execute()\n", - "# The execute method calls the PCalc jar file and returns the terminal output as the first value (r)\n", - "# and the data file that is generated as output is read in to Python as the second value (data)\n", - "\n", - "print(r.stdout)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "1648c45c", - "metadata": {}, - "outputs": [], - "source": [ - "print(data[:5])" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "00137c9d", - "metadata": {}, - "outputs": [], - "source": [ - "print(data[0].latitude, data[0].longitude, data[0].radius, data[0].attributes[0])" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "f7644e67", - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.10.4" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} diff --git a/Notebooks/PyPCalc_EX05.ipynb b/Notebooks/PyPCalc_EX05.ipynb deleted file mode 100644 index 59b8545..0000000 --- a/Notebooks/PyPCalc_EX05.ipynb +++ /dev/null @@ -1,136 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": null, - "id": "0edf916d", - "metadata": {}, - "outputs": [], - "source": [ - "import sys\n", - "sys.path.insert(0,\"../../python\")\n", - "\n", - "jarfile = \"../../target/salsa3d-software-1.2022.5-jar-with-dependencies.jar\"\n", - "\n", - "from PyPCalc import PCalc\n", - "PCalc.print_example05_info()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "a6a3167a", - "metadata": {}, - "outputs": [], - "source": [ - "config = PCalc.initialize_configuration(captureOutput=True, use_slbm=False, \n", - " returnObject='points', jarFile = jarfile)\n", - "\n", - "props = PCalc.initialize_properties(\n", - " application = 'predictions',\n", - " workDir = '.',\n", - " predictors = 'lookup2d',\n", - " inputType = 'greatcircle',\n", - " phase = 'P',\n", - " site = 'ARCES, ARCES, 10, 0, 0.2', #sta, refsta, lat, lon, elev of station\n", - " sta = \"ARCES\",\n", - " jdate = '2011001',\n", - " gcStart = '0 0',\n", - " gcDistance = 180,\n", - " gcAzimuth = 0,\n", - " gcSpacing = 10,\n", - " gcPositionParameters = 'longitude, latitude, x, y, distance, depth',\n", - " depthSpecificationMethod = 'depths',\n", - " depths = '50 60 70',\n", - " maxDepthSpacing = 100,\n", - " maxDepth = 500,\n", - " outputType = 'file',\n", - " outputFile = \"/pcalc_predictions_greatcircle_output.dat\",\n", - " logFile = \"/pcalc_log.txt\",\n", - " terminalOutput = True,\n", - " outputHeader = True,\n", - " outputFormat = \"%8.4f\",\n", - " separator = 'space',\n", - " outputAttributes = 'travel_time')\n", - "\n", - "# Creates the main pcalc object\n", - "calc = PCalc(config = config, properties = props)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "3a16e1fb", - "metadata": {}, - "outputs": [], - "source": [ - "# Set properties and configuration aspects can be viewed:\n", - "print(\"PCalc properties:\")\n", - "calc.viewSetProperties()\n", - "print(\"++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++\")\n", - "print(\"PyPCalc Configuration:\")\n", - "calc.viewSetConfiguration()\n", - "\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "d37d4cf2", - "metadata": {}, - "outputs": [], - "source": [ - "# In order to actually run pcalc, first write the properties file and then execute\n", - "calc.writePropertiesFile()\n", - "r, data = calc.execute()\n", - "# The execute method calls the PCalc jar file and returns the terminal output as the first value (r)\n", - "# and the data file that is generated as output is read in to Python as the second value (data)\n", - "\n", - "print(r.stdout)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "26cac3f9", - "metadata": {}, - "outputs": [], - "source": [ - "print(\"Generated by PCalc jar file:\")\n", - "!head pcalc_predictions_greatcircle_output.dat\n", - "print(\"----------------------------------------------------------\")\n", - "print(\"Returned to python kernel:\")\n", - "print(data[:10])" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "1ffaee17", - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.10.4" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} diff --git a/Notebooks/PyPCalc_EX06.ipynb b/Notebooks/PyPCalc_EX06.ipynb deleted file mode 100644 index 762e5e8..0000000 --- a/Notebooks/PyPCalc_EX06.ipynb +++ /dev/null @@ -1,127 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": null, - "id": "ad84d031", - "metadata": {}, - "outputs": [], - "source": [ - "import sys\n", - "sys.path.insert(0,\"../../python\")\n", - "\n", - "jarfile = \"../../target/salsa3d-software-1.2022.5-jar-with-dependencies.jar\"\n", - "\n", - "\n", - "from PyPCalc import PCalc\n", - "PCalc.print_example06_info()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "5b03de23", - "metadata": {}, - "outputs": [], - "source": [ - "config = PCalc.initialize_configuration(captureOutput=True, use_slbm=False, \n", - " returnObject='dataFrame', jarFile = jarfile)\n", - "\n", - "props = PCalc.initialize_properties(\n", - " application = 'predictions',\n", - " workDir = '.',\n", - " predictors = 'bender',\n", - " benderModel = \"../data/AK135.geotess\",\n", - " inputType = 'grid',\n", - " phase = 'P',\n", - " site = '37, 139, 0.6',\n", - " sta = \"SYNTH\",\n", - " jdate = '2011001',\n", - " gridRangeLat = '15 45 16',\n", - " gridRangeLon = '70 110 21',\n", - " depthSpecificationMethod = 'depthLevels',\n", - " depthLevels = 'top of MOHO',\n", - " outputType = 'file',\n", - " outputFile = \"/pcalc_predictions_grid_output.dat\",\n", - " logFile = \"/pcalc_log.txt\",\n", - " terminalOutput = True,\n", - " outputHeader = True,\n", - " separator = 'space',\n", - " outputAttributes = 'travel_time')\n", - "\n", - "# Creates the main pcalc object\n", - "calc = PCalc(config = config, properties = props)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "87ce6176", - "metadata": {}, - "outputs": [], - "source": [ - "# Set properties and configuration aspects can be viewed:\n", - "print(\"PCalc properties:\")\n", - "calc.viewSetProperties()\n", - "print(\"++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++\")\n", - "print(\"PyPCalc Configuration:\")\n", - "calc.viewSetConfiguration()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "a113fa39", - "metadata": {}, - "outputs": [], - "source": [ - "# In order to actually run pcalc, first write the properties file and then execute\n", - "calc.writePropertiesFile()\n", - "r, data = calc.execute()\n", - "# The execute method calls the PCalc jar file and returns the terminal output as the first value (r)\n", - "# and the data file that is generated as output is read in to Python as the second value (data)\n", - "\n", - "print(r.stdout)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "12ae62d1", - "metadata": {}, - "outputs": [], - "source": [ - "data" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "9ed4a210", - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.10.4" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} diff --git a/Notebooks/PyPCalc_EX07.ipynb b/Notebooks/PyPCalc_EX07.ipynb deleted file mode 100644 index face680..0000000 --- a/Notebooks/PyPCalc_EX07.ipynb +++ /dev/null @@ -1,183 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "id": "37cd67ee", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - "Example 7 uses an oracle database of CSS3.0 schema tables to read and write data.\n", - "This uses several properties to define the database\n", - "inputType = 'database'\n", - "dbInputInstance = 'jdbc:oracle:thin:@domain:port:database'\n", - "dbInputUserName = 'username'\n", - "dbInputPassword = 'password'\n", - "dbInputTablePrefix = 'uebgt_'\n", - "dbInputTableTypes = 'origin, arrival, assoc'\n", - "dbInputSiteTable = 'uebgt_site'\n", - "dbInputWhereClause = 'origin.orid = 48834027'\n", - "outputType = 'database'\n", - "dbOutputInstance = ''\n", - "dbOutputUserName = ''\n", - "dbOutputPassword = ''\n", - "dbOutputAssocTable = 'pcalc_assoc'\n", - "dbOutputAutoTableCreation = True\n", - "dbOutputPromptBeforeTruncate = False\n", - "dbOutputTruncateTables = True\n", - "\n", - "In the manual, this also illustrates using the RSTT or SLBM velocity model:\n", - "predictors = 'slbm'\n", - "slbmModel = '/Users/username/pcalc_software/pdu202009DU.geotess'\n", - "\n" - ] - } - ], - "source": [ - "import sys\n", - "sys.path.insert(0,\"../../python\")\n", - "\n", - "jarfile = \"../../target/salsa3d-software-1.2022.5-jar-with-dependencies.jar\"\n", - "\n", - "from PyPCalc import PCalc\n", - "PCalc.print_example07_info()\n", - "# This example requires an oracle database and the slbm predictor geotess file" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "id": "67391757", - "metadata": {}, - "outputs": [], - "source": [ - "config = PCalc.initialize_configuration(captureOutput=True, use_slbm=True, \n", - " returnObject='dataFrame', jarFile = jarfile)\n", - "\n", - "props = PCalc.initialize_properties(\n", - " application = 'predictions',\n", - " workDir = '.',\n", - " predictors = 'slbm',\n", - " slbmModel = \"../data/pdu202009Du.geotess\",\n", - " inputType = 'database',\n", - " dbInputInstance = 'jdbc:oracle:thin:@domain:port:database',\n", - " dbInputUserName = 'username',\n", - " dbInputPassword = 'password',\n", - " dbInputTablePrefix = 'prefix_',\n", - " dbInputTableTypes = 'origin, arrival, assoc',\n", - " dbInputSiteTable = 'uebgt_site',\n", - " dbInputWhereClause = ' origin.orid = 48834027',\n", - " outputType = 'database',\n", - " logFile = \"/pcalc_log.txt\",\n", - " terminalOutput = True,\n", - " dbOutputInstance = '',\n", - " dbOutputUserName = '',\n", - " dbOutputPassword = '',\n", - " dbOutputAssocTable = 'pcalc_assoc',\n", - " dbOutputAutoTableCreation = True,\n", - " dbOutputPromptBeforeTruncate = False,\n", - " dbOutputTruncateTables = True\n", - " )\n", - "\n", - "# Creates the main pcalc object\n", - "calc = PCalc(config = config, properties = props)" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "id": "237a251d", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "PCalc properties:\n", - "application = predictions\n", - "workDir = .\n", - "inputType = database\n", - "batchSize = 1\n", - "logFile = /pcalc_log.txt\n", - "terminalOutput = True\n", - "separator = space\n", - "outputHeader = True\n", - "outputFormat = %1.4f\n", - "predictors = slbm\n", - "slbmModel = ../data/pdu202009Du.geotess\n", - "dbInputInstance = jdbc:oracle:thin:@domain:port:database\n", - "dbInputUserName = username\n", - "dbInputPassword = password\n", - "dbInputTablePrefix = prefix_\n", - "dbInputTableTypes = origin, arrival, assoc\n", - "dbInputSiteTable = uebgt_site\n", - "dbInputWhereClause = origin.orid = 48834027\n", - "outputType = database\n", - "dbOutputInstance = \n", - "dbOutputUserName = \n", - "dbOutputPassword = \n", - "dbOutputAssocTable = pcalc_assoc\n", - "dbOutputAutoTableCreation = True\n", - "dbOutputPromptBeforeTruncate = False\n", - "dbOutputTruncateTables = True\n", - "++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++\n", - "PyPCalc Configuration:\n", - "jarFile = ../../target/salsa3d-software-1.2022.5-jar-with-dependencies.jar\n", - "propertiesFile = PCalc.properties\n", - "captureOutput = True\n", - "propertyFileWritten = False\n", - "slbm_libdir = None\n", - "use_slbm = True\n", - "use_oracle = False\n", - "ojdbc_jar = None\n", - "returnObject = dataFrame\n", - "executionMode = Salsa3DSoftware\n", - "wallet = None\n", - "memoryString = -Xmx256g\n" - ] - } - ], - "source": [ - "# Set properties and configuration aspects can be viewed:\n", - "print(\"PCalc properties:\")\n", - "calc.viewSetProperties()\n", - "print(\"++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++\")\n", - "print(\"PyPCalc Configuration:\")\n", - "calc.viewSetConfiguration()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "5ab7fd01", - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.10.4" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} diff --git a/Notebooks/PyPCalc_EX08.ipynb b/Notebooks/PyPCalc_EX08.ipynb deleted file mode 100644 index 24e52bc..0000000 --- a/Notebooks/PyPCalc_EX08.ipynb +++ /dev/null @@ -1,175 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": null, - "id": "dbec7a04", - "metadata": { - "scrolled": true - }, - "outputs": [], - "source": [ - "import sys\n", - "sys.path.insert(0,\"../../python\")\n", - "\n", - "jarfile = \"../../target/salsa3d-software-1.2022.5-jar-with-dependencies.jar\"\n", - "\n", - "\n", - "from PyPCalc import PCalc\n", - "PCalc.print_example08_info()\n", - "\n", - "# Note the output format is different from examples 1 - 6 " - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "2bf0045e", - "metadata": {}, - "outputs": [], - "source": [ - "config = PCalc.initialize_configuration(captureOutput=True, use_slbm=False, \n", - " returnObject='Points', jarFile = jarfile)\n", - "\n", - "props = PCalc.initialize_properties(\n", - " application = 'predictions',\n", - " workDir = '.',\n", - " predictors = 'bender',\n", - " benderModel = \"../data/AK135.geotess\",\n", - " inputType = 'greatcircle',\n", - " phase = 'P',\n", - " site = '10, 0, 0.2',\n", - " sta = \"ARCES\",\n", - " jdate = '2011001',\n", - " gcStart = \"0 0\",\n", - " gcDistance = 90,\n", - " gcAzimuth = 0,\n", - " gcNpoints = 19,\n", - " gcOnCenters = False,\n", - " gcPositionParameters = 'latitude longitude distance depth',\n", - " rayPathNodeSpacing = 10,\n", - " depthSpecificationMethod = 'maxDepthSpacing',\n", - " maxDepthSpacing = 100,\n", - " maxDepth = 500,\n", - " outputType = 'file',\n", - " outputFile = \"/pcalc_raypaths_greatcircle_output.dat\",\n", - " logFile = \"/pcalc_log.txt\",\n", - " terminalOutput = True,\n", - " outputHeader = True,\n", - " separator = 'space',\n", - " outputAttributes = 'ray_path')\n", - "# Note that this creates a great circle which is not just defined along the surface of the earth, but also with\n", - "# depth to maxDepth. This is akin to what is termed a cross-section elsewhere.\n", - "\n", - "\n", - "# Creates the main pcalc object\n", - "calc = PCalc(config = config, properties = props)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "ee9864a7", - "metadata": {}, - "outputs": [], - "source": [ - "# Set properties and configuration aspects can be viewed:\n", - "print(\"PCalc properties:\")\n", - "calc.viewSetProperties()\n", - "print(\"++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++\")\n", - "print(\"PyPCalc Configuration:\")\n", - "calc.viewSetConfiguration()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "8b799715", - "metadata": {}, - "outputs": [], - "source": [ - "calc.writePropertiesFile()\n", - "r, rays = calc.execute()\n", - "# The execute method calls the PCalc jar file and returns the terminal output as the first value (r)\n", - "# and the data file that is generated as output is read in to Python as the second value (rays)\n", - "\n", - "print(r.stdout)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "a1dfa548", - "metadata": {}, - "outputs": [], - "source": [ - "import matplotlib.pyplot as plt\n", - "iray = 251\n", - "%matplotlib notebook\n", - "fig = plt.figure(figsize=(5,5))\n", - "ax = fig.add_subplot(projection='3d')\n", - "ax.scatter(rays[iray].longitude, rays[iray].latitude, rays[iray].depth, c=rays[iray].gcDistance, s=25)\n", - "ax.set_xlabel(\"longitude\")\n", - "ax.set_ylabel(\"latitude\")\n", - "ax.set_zlabel(\"depth\")\n", - "ax.invert_zaxis()\n", - "plt.show()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "d5e57ed8", - "metadata": { - "scrolled": false - }, - "outputs": [], - "source": [ - "import numpy as np\n", - "import matplotlib.pyplot as plt\n", - "iray = 251\n", - "\n", - "fig, ax = plt.subplots(subplot_kw={'projection': 'polar', 'theta_direction': -1})\n", - "\n", - "ax.plot(rays[iray].gcDistance*np.pi/180, 6371-rays[iray].depth)\n", - "\n", - "ax.set_theta_zero_location('N')\n", - "ax.set_rmax(6371)\n", - "ax.set_rticks([6371-20, 6371-35, 6371-210, 6371-410, 6371-660, 6371-2891.5, 1216]) # Less radial ticks\n", - "ax.grid(True)\n", - "\n", - "ax.set_title(\"The Earth in cross-section\", va='bottom')\n", - "plt.show()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "8b3dbfe5", - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.10.4" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} diff --git a/Notebooks/PyPCalc_EX10.ipynb b/Notebooks/PyPCalc_EX10.ipynb deleted file mode 100644 index 2a087e1..0000000 --- a/Notebooks/PyPCalc_EX10.ipynb +++ /dev/null @@ -1,190 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "id": "5e797d98", - "metadata": {}, - "outputs": [], - "source": [ - "import sys\n", - "sys.path.insert(0,\"../../python\")\n", - "\n", - "jarfile = \"../../target/salsa3d-software-1.2022.5-jar-with-dependencies.jar\"\n", - "\n", - "from PyPCalc import PCalc\n", - "\n", - "# Example to recreate travel time prediction for P wave to station SYNTH for AK135 relative to Lookup2d" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "id": "1c878e04", - "metadata": {}, - "outputs": [], - "source": [ - "# First, setup run for AK135 predictions to station1\n", - "config = PCalc.initialize_configuration(captureOutput=True, use_slbm=False, \n", - " returnObject='array',jarFile = jarfile)\n", - "\n", - "props = PCalc.initialize_properties(\n", - " application = 'predictions',\n", - " workDir = '.',\n", - " predictors = 'bender',\n", - " benderModel = \"../data/AK135.geotess\",\n", - " inputType = 'grid',\n", - " phase = 'P',\n", - " site = '37, 139, 0.6',\n", - " sta = \"SYNTH\",\n", - " jdate = '2011001',\n", - " gridRangeLat = '-90 90 181',\n", - " gridRangeLon = '-180 180 361',\n", - " depthSpecificationMethod = 'depths',\n", - " depths = '1',\n", - " outputType = 'file',\n", - " outputFile = \"/pcalc_predictions_grid_output_ak135.dat\",\n", - " logFile = \"/pcalc_log.txt\",\n", - " terminalOutput = True,\n", - " outputHeader = True,\n", - " separator = 'space',\n", - " outputAttributes = 'travel_time')\n", - "\n", - "# Creates the main pcalc object\n", - "calc = PCalc(config = config, properties = props)\n" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "id": "7efea192", - "metadata": {}, - "outputs": [], - "source": [ - "recalculate = True\n", - "if recalculate:\n", - " calc.writePropertiesFile()\n", - " r, ak135_tt = calc.execute()\n", - "else:\n", - " ak135_tt = PCalc.getOutputGrid(\"pcalc_predictions_grid_output_ak135.dat\",\n", - " separator = 'space', nattributes=1, returnObject='array', header=0)" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "id": "a954a1b2", - "metadata": {}, - "outputs": [], - "source": [ - "# Now, repeat for AK135\n", - "config = PCalc.initialize_configuration(captureOutput=True, use_slbm=False, \n", - " returnObject='array', jarFile = jarfile)\n", - "\n", - "props = PCalc.initialize_properties(\n", - " application = 'predictions',\n", - " workDir = '.',\n", - " predictors = 'lookup2d',\n", - " inputType = 'grid',\n", - " phase = 'P',\n", - " site = '37, 139, 0.6',\n", - " sta = \"SYNTH\",\n", - " jdate = '2011001',\n", - " gridRangeLat = '-90 90 181',\n", - " gridRangeLon = '-180 180 361',\n", - " depthSpecificationMethod = 'depths',\n", - " depths = '1',\n", - " outputType = 'file',\n", - " outputFile = \"/pcalc_predictions_grid_output_lookup.dat\",\n", - " logFile = \"/pcalc_log.txt\",\n", - " terminalOutput = True,\n", - " outputHeader = True,\n", - " separator = 'space',\n", - " outputAttributes = 'travel_time')\n", - "\n", - "# Creates the main pcalc object\n", - "calc = PCalc(config = config, properties = props)" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "id": "768dd2d3", - "metadata": {}, - "outputs": [], - "source": [ - "calc.writePropertiesFile()\n", - "r, lookup_tt = calc.execute()" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "id": "4f775245", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
    " - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "# Finds where the travel time is non-negative and then plots the difference, in seconds\n", - "# between the geotess model and ak135\n", - "import numpy as np\n", - "idx = np.where(ak135_tt[:,3] > 0)\n", - "ak135_tt_clean = ak135_tt[idx[0],:]\n", - "lookup_tt_clean = lookup_tt[idx[0],:]\n", - "\n", - "ttdiff = ak135_tt_clean[:,3] - lookup_tt_clean[:,3]\n", - "\n", - "import matplotlib.pyplot as plt\n", - "fig = plt.figure(figsize=(15,5))\n", - "ax = plt.subplot(projection='hammer')\n", - "ax.scatter(ak135_tt_clean[:,0]*np.pi/180, ak135_tt_clean[:,1]*np.pi/180, s=1, c=ttdiff, vmin=-4, vmax=4, \n", - " cmap='seismic')\n", - "plt.show()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "20b95c4f", - "metadata": {}, - "outputs": [], - "source": [ - "# Note that the above map looks a bit funky because we can't adjust the geographic limits without using\n", - "# cartopy, but this works for a first pass sanity check." - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.10.4" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} From 739594eb19f8c9c659160808a412e82dccbef0fc Mon Sep 17 00:00:00 2001 From: rwporritt Date: Fri, 24 Feb 2023 17:33:02 -0700 Subject: [PATCH 05/16] Delete AK135F_AVG_no_discon.csv --- Examples/AK135F_AVG_no_discon.csv | 145 ------------------------------ 1 file changed, 145 deletions(-) delete mode 100644 Examples/AK135F_AVG_no_discon.csv diff --git a/Examples/AK135F_AVG_no_discon.csv b/Examples/AK135F_AVG_no_discon.csv deleted file mode 100644 index 973db98..0000000 --- a/Examples/AK135F_AVG_no_discon.csv +++ /dev/null @@ -1,145 +0,0 @@ -0.00,1.0200,1.4500,0.0000,57822.00,0.00 -3.00,1.0200,1.4500,0.0000,57822.00,0.00 -3.01,2.0000,1.6500,1.0000,163.35,80.00 -3.30,2.0000,1.6500,1.0000,163.35,80.00 -3.31,2.6000,5.8000,3.2000,1478.30,599.99 -10.00,2.6000,5.8000,3.2000,1478.30,599.99 -10.01,2.9200,6.8000,3.9000,1368.02,599.99 -18.00,2.9200,6.8000,3.9000,1368.02,599.99 -18.01,3.6410,8.0355,4.4839,950.50,394.62 -43.00,3.5801,8.0379,4.4856,972.77,403.93 -80.00,3.5020,8.0400,4.4800,1008.71,417.59 -80.01,3.5020,8.0450,4.4900,182.03,75.60 -120.00,3.4268,8.0505,4.5000,182.57,76.06 -120.01,3.4268,8.0505,4.5000,182.57,76.06 -165.00,3.3711,8.1750,4.5090,188.72,76.55 -210.00,3.3243,8.3007,4.5184,200.97,79.40 -210.01,3.3243,8.3007,4.5184,338.47,133.72 -260.00,3.3663,8.4822,4.6094,346.37,136.38 -310.00,3.4110,8.6650,4.6964,355.85,139.38 -360.00,3.4577,8.8476,4.7832,366.34,142.76 -410.00,3.5068,9.0302,4.8702,377.93,146.57 -410.01,3.9317,9.3601,5.0806,413.66,162.50 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deletions(-) delete mode 100644 Examples/IASP91.csv diff --git a/Examples/IASP91.csv b/Examples/IASP91.csv deleted file mode 100644 index 53305b8..0000000 --- a/Examples/IASP91.csv +++ /dev/null @@ -1,152 +0,0 @@ -0.00,6371.00,5.8000,3.3600 -1.00,6370.00,5.8000,3.3600 -2.00,6369.00,5.8000,3.3600 -3.00,6368.00,5.8000,3.3600 -4.00,6367.00,5.8000,3.3600 -5.00,6366.00,5.8000,3.3600 -6.00,6365.00,5.8000,3.3600 -7.00,6364.00,5.8000,3.3600 -8.00,6363.00,5.8000,3.3600 -9.00,6362.00,5.8000,3.3600 -10.00,6361.00,5.8000,3.3600 -11.00,6360.00,5.8000,3.3600 -12.00,6359.00,5.8000,3.3600 -13.00,6358.00,5.8000,3.3600 -14.00,6357.00,5.8000,3.3600 -15.00,6356.00,5.8000,3.3600 -16.00,6355.00,5.8000,3.3600 -17.00,6354.00,5.8000,3.3600 -18.00,6353.00,5.8000,3.3600 -19.00,6352.00,5.8000,3.3600 -20.00,6351.00,5.8000,3.3600 -20.00,6351.00,6.5000,3.7500 -21.00,6350.00,6.5000,3.7500 -22.00,6349.00,6.5000,3.7500 -23.00,6348.00,6.5000,3.7500 -24.00,6347.00,6.5000,3.7500 -25.00,6346.00,6.5000,3.7500 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Delete PREM_1s.csv --- Examples/PREM_1s.csv | 199 ------------------------------------------- 1 file changed, 199 deletions(-) delete mode 100644 Examples/PREM_1s.csv diff --git a/Examples/PREM_1s.csv b/Examples/PREM_1s.csv deleted file mode 100644 index 6d8500a..0000000 --- a/Examples/PREM_1s.csv +++ /dev/null @@ -1,199 +0,0 @@ -6371.0,0.0,1.02000,1.45000,1.45000,0.00000,0.00000,1.00000,0,57823 -6370.0,1.0,1.02000,1.45000,1.45000,0.00000,0.00000,1.00000,0,57823 -6369.0,2.0,1.02000,1.45000,1.45000,0.00000,0.00000,1.00000,0,57823 -6368.0,3.0,1.02000,1.45000,1.45000,0.00000,0.00000,1.00000,0,57823 -6368.0,3.0,2.60000,5.80000,5.80000,3.20000,3.20000,1.00000,600,57823 -6367.0,4.0,2.60000,5.80000,5.80000,3.20000,3.20000,1.00000,600,57823 -6366.0,5.0,2.60000,5.80000,5.80000,3.20000,3.20000,1.00000,600,57823 -6365.0,6.0,2.60000,5.80000,5.80000,3.20000,3.20000,1.00000,600,57823 -6364.0,7.0,2.60000,5.80000,5.80000,3.20000,3.20000,1.00000,600,57823 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README.TXT --- Examples/README.TXT | 7 ------- 1 file changed, 7 deletions(-) delete mode 100644 Examples/README.TXT diff --git a/Examples/README.TXT b/Examples/README.TXT deleted file mode 100644 index e23d64d..0000000 --- a/Examples/README.TXT +++ /dev/null @@ -1,7 +0,0 @@ -Many of the examples in this directory specify the location of a Salsa3D model -definition directory called salsa3d_model located in the top level Examples -directory (the directory where this README.TXT file is located). A simple way -to handle this situation is to create a softlink from the Salsa3D model -directory you already have on your system to the expected path. For example: - -ln -s salsa3d_model From b13811d25c08e318e9f097bdf789e597bdf72980 Mon Sep 17 00:00:00 2001 From: rwporritt Date: Fri, 24 Feb 2023 17:33:42 -0700 Subject: [PATCH 11/16] Delete example_coords.xyz --- Examples/example_coords.xyz | 1 - 1 file changed, 1 deletion(-) delete mode 100644 Examples/example_coords.xyz diff --git a/Examples/example_coords.xyz b/Examples/example_coords.xyz deleted file mode 100644 index 1a8436c..0000000 --- a/Examples/example_coords.xyz +++ /dev/null @@ -1 +0,0 @@ -26.0 -125.0 10.0 From c19d8d900c0e0dce16d476f9b44a3065e0c63576 Mon Sep 17 00:00:00 2001 From: rwporritt Date: Fri, 24 Feb 2023 17:33:47 -0700 Subject: [PATCH 12/16] Delete southern_california.kmz --- Examples/southern_california.kmz | Bin 757 -> 0 bytes 1 file changed, 0 insertions(+), 0 deletions(-) delete mode 100644 Examples/southern_california.kmz diff --git a/Examples/southern_california.kmz b/Examples/southern_california.kmz deleted file mode 100644 index e655fac97281d226f232fbaa15f8c12c22555bf8..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 757 zcmWIWW@Zs#U|`??Vg`m){2a2aObiT%SQ!}Df&7&GWWDU%oU)_b+v{e;z0tBNgNZ&|*SAJ&wJ`F|>!cV%tM-Qp>`q>PbMUw?W&z0wta2C zbER4F#;n?#%Wo&X-uY~IH7&4m{0mtWWy$$xv2<(ytaN&8b};hHjjJIs7JR0}J9&3~|*q5b{Z zlRska&M|Q>Di04WUbF9WyV0_BYnu))wzd3i_;DBa)7f*Le%Pyi-Flh*!<%Mb%??=q zY3$l}s5D1Te9;uV zWQj(msp Date: Fri, 24 Feb 2023 17:33:53 -0700 Subject: [PATCH 13/16] Delete tmp.points --- Examples/tmp.points | 30 ------------------------------ 1 file changed, 30 deletions(-) delete mode 100644 Examples/tmp.points diff --git a/Examples/tmp.points b/Examples/tmp.points deleted file mode 100644 index 1039a54..0000000 --- a/Examples/tmp.points +++ /dev/null @@ -1,30 +0,0 @@ -23.0 -110.0 10.0 -1 -24.0 -111.0 20.0 -1 -23.0 -110.0 10.0 -1 -24.0 -111.0 20.0 -1 -23.0 -110.0 10.0 -1 -24.0 -111.0 20.0 -1 -23.0 -110.0 10.0 -1 -24.0 -111.0 20.0 -1 -23.0 -110.0 10.0 -1 -24.0 -111.0 20.0 -1 -23.0 -110.0 10.0 -1 -24.0 -111.0 20.0 -1 -23.0 -110.0 10.0 -1 -24.0 -111.0 20.0 -1 -23.0 -110.0 10.0 -1 -24.0 -111.0 20.0 -1 -23.0 -110.0 10.0 -1 -24.0 -111.0 20.0 -1 -23.0 -110.0 10.0 -1 -24.0 -111.0 20.0 -1 -23.0 -110.0 10.0 -1 -24.0 -111.0 20.0 -1 -23.0 -110.0 10.0 -1 -24.0 -111.0 20.0 -1 -23.0 -110.0 10.0 -1 -24.0 -111.0 20.0 -1 -23.0 -110.0 10.0 -1 -24.0 -111.0 20.0 -1 -23.0 -110.0 10.0 -1 -24.0 -111.0 20.0 -1 From 386f905572f36805865c394926c0242f115915d3 Mon Sep 17 00:00:00 2001 From: rwporritt Date: Fri, 24 Feb 2023 17:34:22 -0700 Subject: [PATCH 14/16] Add files via upload --- .../PyGeoTessExplorerLight_Examples.ipynb | 1302 +++++++++++++++++ Examples/Notebooks/PyPCalc_EX01.ipynb | 166 +++ Examples/Notebooks/PyPCalc_EX02.ipynb | 141 ++ Examples/Notebooks/PyPCalc_EX03.ipynb | 371 +++++ Examples/Notebooks/PyPCalc_EX04.ipynb | 137 ++ Examples/Notebooks/PyPCalc_EX05.ipynb | 136 ++ Examples/Notebooks/PyPCalc_EX06.ipynb | 127 ++ Examples/Notebooks/PyPCalc_EX07.ipynb | 183 +++ Examples/Notebooks/PyPCalc_EX08.ipynb | 175 +++ Examples/Notebooks/PyPCalc_EX10.ipynb | 190 +++ 10 files changed, 2928 insertions(+) create mode 100644 Examples/Notebooks/PyGeoTessExplorerLight_Examples.ipynb create mode 100644 Examples/Notebooks/PyPCalc_EX01.ipynb create mode 100644 Examples/Notebooks/PyPCalc_EX02.ipynb create mode 100644 Examples/Notebooks/PyPCalc_EX03.ipynb create mode 100644 Examples/Notebooks/PyPCalc_EX04.ipynb create mode 100644 Examples/Notebooks/PyPCalc_EX05.ipynb create mode 100644 Examples/Notebooks/PyPCalc_EX06.ipynb create mode 100644 Examples/Notebooks/PyPCalc_EX07.ipynb create mode 100644 Examples/Notebooks/PyPCalc_EX08.ipynb create mode 100644 Examples/Notebooks/PyPCalc_EX10.ipynb diff --git a/Examples/Notebooks/PyGeoTessExplorerLight_Examples.ipynb b/Examples/Notebooks/PyGeoTessExplorerLight_Examples.ipynb new file mode 100644 index 0000000..8bf93de --- /dev/null +++ b/Examples/Notebooks/PyGeoTessExplorerLight_Examples.ipynb @@ -0,0 +1,1302 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "b8faf6ca", + "metadata": {}, + "source": [ + "## Examples to run PyGeoTessExplorer" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "11e62359", + "metadata": {}, + "outputs": [], + "source": [ + "# Importing our library and setting the jar file link\n", + "import sys\n", + "sys.path.insert(0, \"../../python\")\n", + "\n", + "\n", + "from PyGeoTessExplorerLight import GeoTessExplorer\n", + "jarfile = '../../target/salsa3d-software-1.2022.5-jar-with-dependencies.jar'\n", + "\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "fa16ac6a", + "metadata": {}, + "outputs": [], + "source": [ + "!pwd" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "9c41f3d1", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "# Run help function\n", + "gte = GeoTessExplorer()\n", + "gte.config['jarFile'] = jarfile\n", + "result, data = gte.execute()\n", + "print(result.stdout)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "3c295a94", + "metadata": {}, + "outputs": [], + "source": [ + "# Run help on a function\n", + "gte = GeoTessExplorer()\n", + "gte.config['jarFile'] = jarfile\n", + "gte.config['function'] = 'sliceDistAz'\n", + "gte.config['mode'] = 'help'\n", + "result, data = gte.execute()\n", + "print(result.stdout)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "911d0874", + "metadata": {}, + "outputs": [], + "source": [ + "gte = GeoTessExplorer()\n", + "gte.config['jarFile'] = jarfile\n", + "gte.setFunction(\"version\")\n", + "result, data = gte.execute()\n", + "print(result.stdout)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2d0ff001", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "gte = GeoTessExplorer()\n", + "gte.config['jarFile'] = jarfile\n", + "gte.setFunction(\"toString\")\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "b67debc5", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "gte = GeoTessExplorer()\n", + "gte.config['jarFile'] = jarfile\n", + "gte.setFunction(\"toString\")\n", + "gte.config['modelFile'] = \"../data/AK135.geotess\"\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "38c3729d", + "metadata": {}, + "outputs": [], + "source": [ + "gte = GeoTessExplorer()\n", + "gte.config['jarFile'] = jarfile\n", + "gte.setFunction(\"updateModelDescription\")\n", + "gte.config['modelFile'] = \"../data/AK135.geotess\"\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "94b45b5d", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "gte = GeoTessExplorer()\n", + "gte.config['jarFile'] = jarfile\n", + "gte.setFunction(\"updateModelDescription\")\n", + "gte.config['modelFile'] = \"../data/AK135.geotess\"\n", + "gte.config['newModelFile'] = 'test2.geotess'\n", + "gte.config['updatedDescription'] = \"../data/PREM.geotess\"\n", + "result, data = gte.execute()\n", + "print(result.stdout)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "efff7848", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"statistics\", \n", + " modelFile = '../data/AK135.geotess')\n", + "gte = GeoTessExplorer(config = config)\n", + "result, stats = gte.execute()\n", + "stats" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a9a755a9", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"getClassName\", \n", + " modelFile = '../data/AK135.geotess')\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e5bb44f8", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"equal\", \n", + " modelFile = '../data/AK135.geotess',\n", + " secondModel = 'test2.geotess')\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "print(data)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2aa013ba", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"extractGrid\", \n", + " modelFile = '../data/AK135.geotess',\n", + " gridOutputFile='tmp1.gmt', gridLayTess=0)\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "5e8b0c2b", + "metadata": {}, + "outputs": [], + "source": [ + "print(data)\n", + "!ls -lh tmp1.gmt" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "cecdd3c6", + "metadata": {}, + "outputs": [], + "source": [ + "# Note that this exists as a static method so:\n", + "griddata = GeoTessExplorer.readGridGMT(result.stdout, # This is the string that is printed to standard out \n", + " writeFile = False, # These provide options to write to disk.\n", + " outputFileName = 'GeoTessExtractGrid.gmt')\n", + "print(griddata)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "9c618a61", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"resample\", \n", + " modelFile = '../data/AK135.geotess',\n", + " newGrid = '../data/myfile.gtg',\n", + " newModelFile = 'test2.geotess'\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "80364cf5", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"extractActiveNodes\", \n", + " modelFile = '../data/AK135.geotess',\n", + " attributeIndices = [0, 1, 2],\n", + " reciprocal=True\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "53c90a51", + "metadata": {}, + "outputs": [], + "source": [ + "\n", + "GeoTessExplorer.writeExtractNodes(data, 'ean4.asc', mode='3D')\n", + "!ls -lh ean4.asc\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f0a5449b", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"replaceAttributeValues\",\n", + " modelFile = \"../data/AK135.geotess\",\n", + " newAttributeValuesFile = \"ean4.asc\",\n", + " newModelFile = \"test3.geotess\"\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, d = gte.execute()\n", + "print(result.stdout)\n", + "print(result.stderr)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7d3c4ba4", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"renameLayer\",\n", + " modelFile='../data/AK135.geotess',\n", + " newModelFile=\"test2.geotess\",\n", + " oldLayerName = 8,\n", + " newLayerName = \"SKY\"\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "print(result.stderr)\n", + "\n", + "gte = GeoTessExplorer()\n", + "gte.config['jarFile'] = jarfile\n", + "gte.setFunction(\"toString\")\n", + "gte.config['modelFile'] = \"test2.geotess\"\n", + "result, data = gte.execute()\n", + "print(result.stdout)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1af6ab9e", + "metadata": {}, + "outputs": [], + "source": [ + "\n", + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"reformat\",\n", + " modelFile='../data/AK135.geotess',\n", + " newModelFile=\"test2.geotess\"\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e8f896b1", + "metadata": {}, + "outputs": [], + "source": [ + "\n", + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"getValues\",\n", + " modelFile='../data/AK135.geotess',\n", + " pointLongitude = 123.0,\n", + " pointLatitude = 12.0,\n", + " pointDepth = 100, layerID = 4, attributeIndices = [0, 1, 2]\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "print(data)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a96c5125", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "\n", + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"interpolatePoint\",\n", + " modelFile='../data/AK135.geotess',\n", + " pointLongitude = 123.0,\n", + " pointLatitude = 12.0,\n", + " pointDepth = 100, layerID = 4, attributeIndices = [0, 1, 2]\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "print(data)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "9abfc3ba", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "\n", + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"getValuesFile\",\n", + " modelFile='../data/AK135.geotess',\n", + " inputPointsFile = '../data/tmp.points',\n", + " attributeIndices = [0, 1, 2]\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "print(data)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "26d64db0", + "metadata": {}, + "outputs": [], + "source": [ + "\n", + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"borehole\",\n", + " modelFile='../data/AK135.geotess',\n", + " pointLatitude = 12.0,\n", + " pointLongitude = 123.0,\n", + " maximumRadialSpacing=20,\n", + " deepestLayerID=0, shallowestLayerID=8,\n", + " attributeIndices = [0, 1, 2]\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "80e11c1b", + "metadata": {}, + "outputs": [], + "source": [ + "plt.figure(figsize=(4,8))\n", + "plt.plot(1/data[:,1], 6371-data[:,0])\n", + "plt.gca().invert_yaxis()\n", + "plt.xlabel(\"Vp [km/s]\")\n", + "plt.ylabel(\"depth [km]\")\n", + "plt.grid()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "0cbf8805", + "metadata": {}, + "outputs": [], + "source": [ + "\n", + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"profile\",\n", + " modelFile='../data/AK135.geotess',\n", + " pointLatitude = 12,\n", + " pointLongitude = 123,\n", + " deepestLayerID = 0, shallowestLayerID = 8, attributeIndices=[0, 1, 2]\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "#print(result.stdout)\n", + "#print(data)\n", + "\n", + "plt.figure(figsize=(4,8))\n", + "plt.plot(1/data[:,1], 6371-data[:,0])\n", + "plt.gca().invert_yaxis()\n", + "plt.xlabel(\"Vp [km/s]\")\n", + "plt.ylabel(\"depth [km]\")\n", + "plt.grid()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "91f98746", + "metadata": {}, + "outputs": [], + "source": [ + "\n", + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"findClosestPoint\",\n", + " modelFile='../data/AK135.geotess',\n", + " pointLatitude = 12,\n", + " pointLongitude = 123,\n", + " pointDepth = 100,\n", + " layerID = 4,\n", + " mode=\"execute\"\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "print(data)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a3901858", + "metadata": {}, + "outputs": [], + "source": [ + "\n", + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"slice\",\n", + " modelFile='../data/AK135.geotess',\n", + " beginLatitude = 12,\n", + " endLatitude = 22,\n", + " beginLongitude = 123,\n", + " endLongitude = 133,\n", + " nPointsSlice=100, maximumRadialSpacing=10,\n", + " deepestLayerID=2, shallowestLayerID=4,\n", + " outputSpatialCoords = [\"distance\", \"depth\"],\n", + " attributeIndices = [0]\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "print(data)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2d0740c1", + "metadata": {}, + "outputs": [], + "source": [ + "plt.figure(figsize=(15,5))\n", + "plt.scatter(data[:,0], data[:,1], c=data[:,2], cmap=\"RdBu\",s=30)\n", + "plt.colorbar()\n", + "plt.gca().invert_yaxis()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "50acf507", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"sliceDistAz\",\n", + " modelFile='../data/AK135.geotess',\n", + " beginLatitude = 25,\n", + " beginLongitude = -130,\n", + " degDistanceToLastPoint=70.0,\n", + " azimuthToLastPoint=90, nPointsSlice=100, maximumRadialSpacing=25,\n", + " deepestLayerID=2, shallowestLayerID=8, outputSpatialCoords=[\"distance\", \"depth\"],\n", + " attributeIndices=[0, 1, 2]\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "print(data)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "df3969b0", + "metadata": {}, + "outputs": [], + "source": [ + "plt.figure(figsize=(15,5))\n", + "plt.scatter(data[:,0], data[:,1], c=1/data[:,3], cmap=\"RdBu\",s=30)\n", + "plt.colorbar()\n", + "plt.gca().invert_yaxis()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "49a365e3", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"mapValuesDepth\",\n", + " modelFile='../data/AK135.geotess',\n", + " beginLatitude = -90,\n", + " beginLongitude = -180,\n", + " endLatitude = 90,\n", + " endLongitude = 180,\n", + " layerID = 4,\n", + " attributeIndices=[0, 1, 2],\n", + " pointDepth=100, mapSpatialSamplingMode='number',\n", + " nLongitudeMap = 100, nLatitudeMap = 100, mode='execute'\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "print(data)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "87301ad0", + "metadata": {}, + "outputs": [], + "source": [ + "plt.figure(figsize=(15,5))\n", + "plt.scatter(data[:,1], data[:,0], c=1/data[:,3], cmap=\"RdBu\",s=30)\n", + "plt.colorbar()\n", + "plt.show()\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "777be791", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"mapValuesLayer\",\n", + " modelFile='../data/AK135.geotess',\n", + " beginLatitude = -90,\n", + " beginLongitude = -180,\n", + " endLatitude = 90,\n", + " endLongitude = 180,\n", + " layerID = 4,\n", + " attributeIndices=[0, 1, 2],\n", + " fractionalRadius= 0.5, mapSpatialSamplingMode='number',\n", + " nLongitudeMap = 100, nLatitudeMap = 100, mode='execute'\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "print(data)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "cc58ef25", + "metadata": {}, + "outputs": [], + "source": [ + "plt.figure(figsize=(15,5))\n", + "plt.scatter(data[:,1], data[:,0], c=1/data[:,3], cmap=\"RdBu\",s=30)\n", + "plt.colorbar()\n", + "plt.show()\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "9a2beb2e", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"mapLayerBoundary\",\n", + " modelFile='../data/AK135.geotess',\n", + " beginLatitude = -90,\n", + " beginLongitude = -180,\n", + " endLatitude = 90,\n", + " endLongitude = 180,\n", + " layerID = 5,\n", + " attributeIndices=[0, 1, 2],\n", + " fractionalRadius= 0.5, mapSpatialSamplingMode='number',\n", + " nLongitudeMap = 100, nLatitudeMap = 100, mode='execute'\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "print(data)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "15c8b294", + "metadata": {}, + "outputs": [], + "source": [ + "plt.figure(figsize=(15,5))\n", + "plt.scatter(data[:,1], data[:,0], c=data[:,2], cmap=\"RdBu\",s=30)\n", + "plt.colorbar()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "3dff8c84", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"mapLayerThickness\",\n", + " modelFile='../data/AK135.geotess',\n", + " beginLatitude = -90,\n", + " beginLongitude = -180,\n", + " endLatitude = 90,\n", + " endLongitude = 180,\n", + " deepestLayerID=4, shallowestLayerID = 8 \n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "#print(result.stdout)\n", + "#print(data)\n", + "\n", + "plt.figure(figsize=(15,5))\n", + "plt.scatter(data[:,1], data[:,0], c=data[:,2], cmap=\"RdBu\",s=30)\n", + "plt.colorbar(label=\"Thickness\")\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "53048a2f", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"values3DBlock\",\n", + " modelFile='../data/AK135.geotess',\n", + " beginLatitude = -90,\n", + " beginLongitude = -180,\n", + " endLatitude = 90,\n", + " endLongitude = 180,\n", + " mapSpatialSamplingMode='spacing', attributeIndices=[0, 1,2],\n", + " deepestLayerID=2, shallowestLayerID=5, verticalOutputMode='depth',\n", + " maximumRadialSpacing=25, spacingLatitudeMap=1.0, spacingLongitudeMap=1.0\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "print(data)\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "450a548c", + "metadata": {}, + "outputs": [], + "source": [ + "print(data.shape)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7a026e5c", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"function\",\n", + " modelFile='../data/AK135.geotess',\n", + " attributeIndex0=0,\n", + " secondModel=\"../data/IASP91.geotess\",\n", + " attributeIndex1=0,\n", + " geometryModel = '../data/AK135.geotess',\n", + " newModelFile = 'diff_iasp_ak.geotess',\n", + " mode=\"execute\",\n", + " functionIndex = 2, newAttributeName=\"P_Perturbation\", newAttributeUnits=\"percent\"\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "5c6c970b", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"sliceDistAz\",\n", + " modelFile='diff_iasp_ak.geotess',\n", + " beginLatitude = 25,\n", + " beginLongitude = -130,\n", + " degDistanceToLastPoint=70.0,\n", + " azimuthToLastPoint=90, nPointsSlice=100, maximumRadialSpacing=25,\n", + " deepestLayerID=2, shallowestLayerID=8, outputSpatialCoords=[\"distance\", \"depth\"],\n", + " attributeIndices=[0, 1, 2]\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "#print(result.stdout)\n", + "#print(data)\n", + "plt.figure(figsize=(15,5))\n", + "plt.scatter(data[:,0], data[:,1], c=data[:,3], vmin=-5, vmax=5, cmap=\"RdBu\",s=10)\n", + "plt.colorbar()\n", + "plt.ylim(0, 1000)\n", + "plt.gca().invert_yaxis()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7f867a45", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"vtkLayers\",\n", + " modelFile='diff_iasp_ak.geotess',\n", + " outputFileNameStub = \"test_vtk_%d.vtk\",\n", + " layerIndices = [4, 5, 6, 7],\n", + " attributeIndices = [0, 1, 2])\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "print(data) " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "33dfef46", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"vtkDepths\",\n", + " modelFile='diff_iasp_ak.geotess',\n", + " vtkOutputFileName = \"test_vtk_depth.vtk\",\n", + " layerID = 4, firstDepth=200, lastDepth=200, depthSpacing=25,\n", + " attributeIndices = [0, 1, 2])\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "print(data) " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7d0d1b79", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"vtkDepths2\",\n", + " modelFile='diff_iasp_ak.geotess',\n", + " vtkOutputFileName = \"test_vtk_depth.vtk\",\n", + " layerID = 4, depths = [200, 175, 150, 125, 100],\n", + " attributeIndices = [0, 1, 2])\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "print(data) " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1f3d7d1a", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"vtkLayerThickness\",\n", + " modelFile='diff_iasp_ak.geotess',\n", + " vtkOutputFileName = \"test_vtk_depth.vtk\",\n", + " deepestLayerID = 4, shallowestLayerID=8)\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "print(data) " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "19ea4764", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"vtkLayerBoundary\",\n", + " modelFile='diff_iasp_ak.geotess',\n", + " vtkOutputFileName = \"test_vtk_depth.vtk\",\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "print(data) " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a333b74b", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"vtkSlice\",\n", + " modelFile='diff_iasp_ak.geotess',\n", + " vtkOutputFileName = \"test_vtk_slice.vtk\",\n", + " beginLatitude = 12,\n", + " endLatitude = 22,\n", + " beginLongitude = 123,\n", + " endLongitude = 133,\n", + " nPointsSlice=100, maximumRadialSpacing=10,\n", + " deepestLayerID=2, shallowestLayerID=4,\n", + " attributeIndices = [0,1,2]\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "print(data) " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2bbe557a", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"vtkSolid\",\n", + " modelFile='diff_iasp_ak.geotess',\n", + " vtkOutputFileName = \"test_vtk_solid.vtk\",\n", + " maximumRadialSpacing=50,\n", + " deepestLayerID=2, shallowestLayerID=4,\n", + " attributeIndices = [0,1,2]\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "print(data) " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "27356059", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"vtk3DBlock\",\n", + " modelFile='diff_iasp_ak.geotess',\n", + " vtkOutputFileName = \"test_vtk_3Dblock.vtk\",\n", + " beginLatitude = -90,\n", + " beginLongitude = -180,\n", + " endLatitude = 90,\n", + " endLongitude = 180,\n", + " mapSpatialSamplingMode='spacing', attributeIndices=[0, 1, 2],\n", + " deepestLayerID=2, shallowestLayerID=5, verticalOutputMode='depth',\n", + " maximumRadialSpacing=25, spacingLatitudeMap=1.0, spacingLongitudeMap=1.0\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "print(data) " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "761befdc", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"vtkPoints\",\n", + " inputPointsFile = '../data/tmp.points',\n", + " vtkOutputFileName = 'tmp.vtk'\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "print(data) " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "06915fe8", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"vtkRobinson\",\n", + " modelFile=\"diff_iasp_ak.geotess\",\n", + " centerLongitude=25.0, pointDepth=100.0, attributeIndices=[0],\n", + " layerID = 4, vtkOutputFileName = 'tmp.vtk'\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "print(data) " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "ec146c97", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"vtkRobinsonLayers\",\n", + " modelFile=\"diff_iasp_ak.geotess\",\n", + " outputFileNameStub = 'vtk_tmp_%d.vtk',\n", + " centerLongitude=25.0, layerIndices=[4,5,6], attributeIndices=[0]\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "print(data) " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "30db2ca8", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"vtkLayerAverage\",\n", + " modelFile='diff_iasp_ak.geotess',\n", + " vtkOutputFileName = 'tmp.vtk',\n", + " layerID = 6, attributeIndices=[0])\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "print(data) " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a682fb47", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"getLatitudes\",\n", + " beginLatitude=32, endLatitude=42, \n", + " mapSpatialSamplingMode = 'number',\n", + " nLatitudeMap = 100)\n", + "gte = GeoTessExplorer(config = config)\n", + "result, latitudes = gte.execute()\n", + "print(result.stdout)\n", + "print(latitudes.shape)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "95f3db8f", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"getLongitudes\",\n", + " beginLongitude=123, endLongitude=153, \n", + " mapSpatialSamplingMode = 'number',\n", + " nLongitudeMap = 100)\n", + "gte = GeoTessExplorer(config = config)\n", + "result, longitudes = gte.execute()\n", + "print(result.stdout)\n", + "print(longitudes.shape)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e0c3ee73", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"getDistanceDegrees\",\n", + " beginLongitude=123, endLongitude=153,\n", + " beginLatitude=24, endLatitude = 32,\n", + " nPointsSlice = 100)\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "print(data.shape)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "9b84fbda", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CompletedProcess(args=['java', '-cp', '../../target/salsa3d-software-1.2022.5-jar-with-dependencies.jar', 'gov.sandia.geotess.GeoTessExplorer', 'translatePolygon', '../data/southern_california.kmz', 'fileout.vtk'], returncode=0, stdout='', stderr='')\n", + "-rw-r--r-- 1 rwporri SANDIA\\Domain Users 402B Feb 24 14:44 fileout.vtk\r\n" + ] + } + ], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"translatePolygon\",\n", + " inputPolygon=\"../data/southern_california.kmz\", \n", + " outputPolygon=\"fileout.vtk\")\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result)\n", + "!ls -lh fileout.vtk" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "39808a59", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Error, unable to run GeoTessExplorer.\n", + "Run failed. See stderr\n" + ] + }, + { + "data": { + "text/plain": [ + "-1" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "## The following examples require GeoTess models with site terms (ie SALSA3D)\n", + "\n", + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"extractSiteTerms\", \n", + " modelFile=\"../data/SALSA3D_v2_PS.geotess\")\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "data" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "ac3de46c", + "metadata": {}, + "outputs": [], + "source": [ + "data['TT_SITE_CORRECTION_P SECONDS'][0] = 42\n", + "GeoTessExplorer.writeSiteTermsDFtoFile(data, 'tmp.txt')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "b5b90844", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"replaceSiteTerms\", \n", + " modelFile=\"../data/SALSA3D_v2_PS.geotess\",\n", + " newSiteTermFile = 'tmp.txt',\n", + " newModelFile='test.geotess')\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "data" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e4886c94", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"extractSiteTerms\", \n", + " modelFile=\"test.geotess\")\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "#print(result.stdout)\n", + "data" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "6b803a49", + "metadata": {}, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"extractPathDependentUncertaintyRSTT\", \n", + " modelFile=\"../data/pdu202009Du.geotess\",\n", + " RSTT_FileNameStub = \"\"\"tmp_.dat\"\"\",\n", + " RSTT_OutputType = 'geotess'\n", + " )\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "data\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d119202a", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "config = GeoTessExplorer.initialize_configuration(jarFile = jarfile, \n", + " function=\"replacePathDependentUncertaintyRSTT\", \n", + " modelFile=\"../data/pdu202009Du.geotess\",\n", + " RSTT_FileNameStub = \"\"\"tmp_.dat\"\"\",\n", + " newModelFile=\"test_rstt.geotess\")\n", + "gte = GeoTessExplorer(config = config)\n", + "result, data = gte.execute()\n", + "print(result.stdout)\n", + "data\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f404687f", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.4" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Examples/Notebooks/PyPCalc_EX01.ipynb b/Examples/Notebooks/PyPCalc_EX01.ipynb new file mode 100644 index 0000000..1353924 --- /dev/null +++ b/Examples/Notebooks/PyPCalc_EX01.ipynb @@ -0,0 +1,166 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "7da98c8c", + "metadata": {}, + "source": [ + "## Example 01" + ] + }, + { + "cell_type": "markdown", + "id": "485d2c22", + "metadata": {}, + "source": [ + "This notebook is designed to replicate example 1 from the PCalc user's manual" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "cba5c210", + "metadata": {}, + "outputs": [], + "source": [ + "import sys\n", + "sys.path.insert(0, \"../../python\")\n", + "\n", + "\n", + "jarfile = '../../target/salsa3d-software-1.2022.5-jar-with-dependencies.jar'\n", + "\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "\n", + "from PyPCalc import PCalc\n", + "PCalc.print_example01_info()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d96db269", + "metadata": { + "scrolled": false + }, + "outputs": [], + "source": [ + "# PCalc objects are best initialized after setting your desired configuration and properties.\n", + "# configuration refers to how the python wrapper class interacts with the base pcalc jar file\n", + "# properties define the pcalc propeties that are used when the jar is executed\n", + "\n", + "config = PCalc.initialize_configuration(captureOutput=True, use_slbm=False, \n", + " returnObject='points',\n", + " jarFile = jarfile)\n", + "\n", + "props = PCalc.initialize_properties(\n", + " application = 'model_query',\n", + " workDir = '.',\n", + " geotessModel=\"../data/AK135.geotess\",\n", + " inputType = 'file',\n", + " inputFile = \"../data/example_coords.xyz\",\n", + " inputAttributes = 'latitude longitude depth',\n", + " batchSize = 10,\n", + " outputFile = \"/pcalc_query_file_output.dat\",\n", + " logFile = \"/pcalc_log.txt\",\n", + " terminalOutput = True,\n", + " separator = 'space',\n", + " outputAttributes = 'pslowness')\n", + "\n", + "# Creates the PCalc object using the define properties and configuration dictionaries.\n", + "calc = PCalc(config = config, properties = props)\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "c7b81a21", + "metadata": {}, + "outputs": [], + "source": [ + "# Set properties and configuration aspects can be viewed:\n", + "print(\"PCalc properties:\")\n", + "calc.viewSetProperties()\n", + "print(\"++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++\")\n", + "print(\"PyPCalc Configuration:\")\n", + "calc.viewSetConfiguration()\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "0ff14c62", + "metadata": {}, + "outputs": [], + "source": [ + "# In order to actually run pcalc, first write the properties file and then execute\n", + "calc.writePropertiesFile()\n", + "r, data = calc.execute()\n", + "# The execute method calls the PCalc jar file and returns the terminal output as the first value (r)\n", + "# and the data file that is generated as output is read in to Python as the second value (data)\n", + "\n", + "print(r.stdout)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1ab4f0ff", + "metadata": {}, + "outputs": [], + "source": [ + "# For this case, we've set the 'returnObject' in the configuration to points\n", + "# This creates a list of values from the class PointMeasurement that just contains the data contained \n", + "# the output file. Alternatives include 'dataFrame' to get the raw pandas dataFrame object\n", + "# or 'array' to get a numpy array\n", + "#data[0].toString()\n", + "data" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "0a0f88ce", + "metadata": {}, + "outputs": [], + "source": [ + "# If you want to create your own input file rather than the included ../data/example_coords.xyz, you can use the write \n", + "# method of the PointMeasurement object as:\n", + "fp = open(\"tmp.dat\", \"w\")\n", + "for pt in data:\n", + " pt.write(fp, mode='longitude latitude depth', separator = 'tab')\n", + "fp.close()\n", + "!head tmp.dat" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "6ec04f1a", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.4" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Examples/Notebooks/PyPCalc_EX02.ipynb b/Examples/Notebooks/PyPCalc_EX02.ipynb new file mode 100644 index 0000000..02fbaf2 --- /dev/null +++ b/Examples/Notebooks/PyPCalc_EX02.ipynb @@ -0,0 +1,141 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "c60ce11d", + "metadata": {}, + "outputs": [], + "source": [ + "import sys\n", + "sys.path.insert(0, \"../../python\")\n", + "\n", + "\n", + "jarfile = '../../target/salsa3d-software-1.2022.5-jar-with-dependencies.jar'\n", + "\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "\n", + "from PyPCalc import PCalc\n", + "PCalc.print_example02_info()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f081092b", + "metadata": {}, + "outputs": [], + "source": [ + "config = PCalc.initialize_configuration(captureOutput=True, use_slbm=False, returnObject='dataFrame',\n", + " jarFile = jarfile)\n", + "\n", + "props = PCalc.initialize_properties(\n", + " application = 'model_query',\n", + " workDir = '.',\n", + " geotessModel=\"../data/AK135.geotess\",\n", + " inputType = 'greatcircle',\n", + " gcStart = \"0 0\",\n", + " gcDistance = 180,\n", + " gcAzimuth = 0,\n", + " gcSpacing = 10,\n", + " gcPositionParameters = 'x, y, distance, depth',\n", + " depthSpecificationMethod = 'maxDepthSpacing',\n", + " maxDepthSpacing = 100,\n", + " maxDepth = 'top of m660',\n", + " outputFile = \"/pcalc_query_greatcircle_output.dat\",\n", + " logFile = \"/pcalc_log.txt\",\n", + " terminalOutput = True,\n", + " outputHeader = True,\n", + " separator = 'tab',\n", + " outputAttributes = 'pslowness')\n", + "\n", + "calc = PCalc(config = config, properties = props)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "ff120d98", + "metadata": {}, + "outputs": [], + "source": [ + "# Set properties and configuration aspects can be viewed:\n", + "print(\"PCalc properties:\")\n", + "calc.viewSetProperties()\n", + "print(\"++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++\")\n", + "print(\"PyPCalc Configuration:\")\n", + "calc.viewSetConfiguration()\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "64db4ce4", + "metadata": {}, + "outputs": [], + "source": [ + "# In order to actually run pcalc, first write the properties file and then execute\n", + "calc.writePropertiesFile()\n", + "r, data = calc.execute()\n", + "# The execute method calls the PCalc jar file and returns the terminal output as the first value (r)\n", + "# and the data file that is generated as output is read in to Python as the second value (data)\n", + "\n", + "print(r.stdout)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "0a4f5417", + "metadata": {}, + "outputs": [], + "source": [ + "# This time, the configuration set the returnObject to dataFrame.\n", + "# This is a structure from the Pandas library that organizes tables nicely\n", + "data" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "86657193", + "metadata": {}, + "outputs": [], + "source": [ + "data.boxplot()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "4c5957a5", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.4" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Examples/Notebooks/PyPCalc_EX03.ipynb b/Examples/Notebooks/PyPCalc_EX03.ipynb new file mode 100644 index 0000000..611689c --- /dev/null +++ b/Examples/Notebooks/PyPCalc_EX03.ipynb @@ -0,0 +1,371 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 2, + "id": "87981171", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Example 3 showcases the output grid functionality\n", + "Key properties include:\n", + "inputType = 'grid'\n", + "gridRangeLat = '15 45 16' # sets min, max, and N latitudes\n", + "gridRangeLon = '70 110 21' # sets min, max and N longitudes\n", + "depthSpecificationMethod = 'depths' # see ex2 or the manual for more on depth specification\n", + "depths = '100.0, 200.0' # Set of depths to compute the grids in lat/lon for\n", + "\n" + ] + } + ], + "source": [ + "import sys\n", + "sys.path.insert(0, \"../../python\")\n", + "\n", + "jarfile = \"../../target/salsa3d-software-1.2022.5-jar-with-dependencies.jar\"\n", + "\n", + "from PyPCalc import PCalc\n", + "PCalc.print_example03_info()" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "f73e1cbb", + "metadata": {}, + "outputs": [], + "source": [ + "config = PCalc.initialize_configuration(captureOutput=True, use_slbm=False, returnObject='array',\n", + " jarFile = jarfile)\n", + "\n", + "props = PCalc.initialize_properties(\n", + " application = 'model_query',\n", + " workDir = '.',\n", + " geotessModel=\"../data/AK135.geotess\",\n", + " inputType = 'grid',\n", + " gridRangeLat = \"15 45 16\",\n", + " gridRangeLon = \"70 110 21\",\n", + " depthSpecificationMethod = 'depths',\n", + " depths = \"100.0, 200.0\",\n", + " outputType = 'file',\n", + " outputFile = \"/pcalc_query_grid_output.dat\",\n", + " logFile = \"/pcalc_log.txt\",\n", + " terminalOutput = True,\n", + " outputHeader = True,\n", + " outputFormat = \"%1.4f\",\n", + " separator = 'tab',\n", + " outputAttributes = 'pslowness')\n", + "\n", + "calc = PCalc(config = config, properties = props)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "75b2bc76", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "PCalc properties:\n", + "application = model_query\n", + "workDir = .\n", + "geotessModel = ../data/AK135.geotess\n", + "inputType = grid\n", + "batchSize = 1\n", + "outputFile = /pcalc_query_grid_output.dat\n", + "logFile = /pcalc_log.txt\n", + "terminalOutput = True\n", + "separator = tab\n", + "outputAttributes = pslowness\n", + "outputHeader = True\n", + "depthSpecificationMethod = depths\n", + "gridRangeLat = 15 45 16\n", + "gridRangeLon = 70 110 21\n", + "depths = 100.0, 200.0\n", + "outputFormat = %1.4f\n", + "outputType = file\n", + "++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++\n", + "PyPCalc Configuration:\n", + "jarFile = ../../target/salsa3d-software-1.2022.5-jar-with-dependencies.jar\n", + "propertiesFile = PCalc.properties\n", + "captureOutput = True\n", + "propertyFileWritten = False\n", + "slbm_libdir = None\n", + "use_slbm = False\n", + "use_oracle = False\n", + "ojdbc_jar = None\n", + "returnObject = array\n", + "executionMode = Salsa3DSoftware\n", + "wallet = None\n", + "memoryString = -Xmx256g\n" + ] + } + ], + "source": [ + "# Set properties and configuration aspects can be viewed:\n", + "print(\"PCalc properties:\")\n", + "calc.viewSetProperties()\n", + "print(\"++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++\")\n", + "print(\"PyPCalc Configuration:\")\n", + "calc.viewSetConfiguration()\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "1ad81084", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "PCalc.1.2022.5.1 running on s1067322 started 2023-02-24 14:23:54 -0700\n", + "\n", + "PCalc.1.2022.5.1 running on s1067322 started 2023-02-24 14:23:54 -0700\n", + "\n", + "Properties:\n", + "terminalOutput = True\n", + "depthSpecificationMethod = depths\n", + "propertyFile = /Users/rwporri/src/Salsa3DSoftware_Py/Salsa3DSoftware-master/Examples/Notebooks/PCalc.properties\n", + "geotessModel = ../data/AK135.geotess\n", + "outputType = file\n", + "gridRangeLon = 70 110 21\n", + "separator = tab\n", + "gridRangeLat = 15 45 16\n", + "outputFile = /pcalc_query_grid_output.dat\n", + "outputAttributes = pslowness\n", + "application = model_query\n", + "outputHeader = True\n", + "logFile = /pcalc_log.txt\n", + "depths = 100.0, 200.0\n", + "inputType = grid\n", + "workDir = .\n", + "batchSize = 1\n", + "outputFormat = %1.4f\n", + "\n", + "Application = queryModel\n", + "\n", + "Reading GeoModel /Users/rwporri/src/Salsa3DSoftware_Py/Salsa3DSoftware-master/Examples/data/AK135.geotess\n", + "Reading geotessModel took 3.319098 seconds\n", + "********************************************************************************\n", + "GeoTessModel.1.2022.5.1\n", + "OS: MacOSX\n", + "Input Model File : /Users/rwporri/src/Salsa3DSoftware_Py/Salsa3DSoftware-master/Examples/Notebooks/../data/AK135.geotess\n", + "generated by GeoTessCPPExamples.PopulateModel3D 1.0.0, 2022-03-07 15:53:34.620508\n", + "modelFileFormat : 3\n", + "Model load time : 3.301 seconds\n", + "Grid loaded from file *\n", + "Model Description:\n", + "\n", + "AK135 slowness model\n", + "\n", + "\n", + "\n", + "EarthShape: SPHERE\n", + "DataType: FLOAT\n", + "\n", + "Attributes:\n", + " 0: PSLOWNESS (sec/km)\n", + " 1: SSLOWNESS (sec/km)\n", + " 2: rho (g/cc)\n", + "\n", + "Layers:\n", + " Index TessId Name\n", + " 8 0 SURFACE\n", + " 7 0 UPPER_CRUST\n", + " 6 0 MIDDLE_CRUST\n", + " 5 0 LOWER_CRUST\n", + " 4 0 MOHO\n", + " 3 0 M410\n", + " 2 0 M660\n", + " 1 0 CMB\n", + " 0 0 ICB\n", + "\n", + "eulerRotationAngles: null\n", + "\n", + "Layer connected active number active profile profile profile profile profile profile\n", + "Index vertices vertices of points points npoints constant thin empty surface surface_empty\n", + "----- -------- --------- --------- --------- --------- --------- --------- --------- --------- -------------\n", + " 8 40962 40962 81924 81924 40962 0 0 0 0 0\n", + " 7 40962 40962 163848 163848 40962 0 0 0 0 0\n", + " 6 40962 40962 122886 122886 40962 0 0 0 0 0\n", + " 5 40962 40962 81924 81924 40962 0 0 0 0 0\n", + " 4 40962 40962 409620 409620 40962 0 0 0 0 0\n", + " 3 40962 40962 245772 245772 40962 0 0 0 0 0\n", + " 2 40962 40962 1884252 1884252 40962 0 0 0 0 0\n", + " 1 40962 40962 1966176 1966176 40962 0 0 0 0 0\n", + " 0 40962 40962 1024050 1024050 40962 0 0 0 0 0\n", + "----- -------- --------- --------- --------- --------- --------- --------- --------- --------- -------------\n", + "Total 40962 368658 5980452 5980452 368658 0 0 0 0 0\n", + "\n", + "GeoTessGrid:\n", + "gridID = 5163B56630A3A3B9FE834CA98D979722\n", + "\n", + "nTessellations = 1\n", + "nLevels = 7\n", + "nVertices = 40962\n", + "nTriangles = 109220\n", + "\n", + " Tess Level LevelID EdgeLength NVertices NTriangles First Last+1\n", + " 0 0 0 64.0000 12 20 0 20\n", + " 0 1 1 32.0000 42 80 20 100\n", + " 0 2 2 16.0000 162 320 100 420\n", + " 0 3 3 8.0000 642 1280 420 1700\n", + " 0 4 4 4.0000 2562 5120 1700 6820\n", + " 0 5 5 2.0000 10242 20480 6820 27300\n", + " 0 6 6 1.0000 40962 81920 27300 109220\n", + "\n", + "********************************************************************************\n", + "\n", + "Sending output to /Users/rwporri/src/Salsa3DSoftware_Py/Salsa3DSoftware-master/Examples/Notebooks/pcalc_query_grid_output.dat\n", + "PCalc processed 336 points x 2 depths = 672 queries in 0.014 sec\n", + "\n", + "Properties that actually got requested and returned:\n", + "application = model_query\n", + "applicationName = PCalc\n", + "depthFast = true\n", + "depthSpecificationMethod = depths\n", + "depths = 100.0, 200.0\n", + "earthShape = WGS84\n", + "geotessModel = ../data/AK135.geotess\n", + "gridPositionParameters = longitude latitude depth\n", + "gridRangeLat = 15 45 16\n", + "gridRangeLon = 70 110 21\n", + "inputHeaderRow = false\n", + "inputType = grid\n", + "logFile = /pcalc_log.txt\n", + "logFile = ./pcalc_log.txt\n", + "outputAttributes = pslowness\n", + "outputFile = /pcalc_query_grid_output.dat\n", + "outputFormat = %1.4f\n", + "outputHeader = True\n", + "outputType = file\n", + "overwriteExistingOutputFile = true\n", + "parallelMode = concurrent\n", + "propertyFile = /Users/rwporri/src/Salsa3DSoftware_Py/Salsa3DSoftware-master/Examples/Notebooks/PCalc.properties\n", + "separator = tab\n", + "terminalOutput = True\n", + "yFast = true\n", + "\n", + "Processing complete 2023-02-24 14:23:58 -0700. Elapsed time 4.098000 seconds\n", + "Shutting down executor service\n", + "Closing parallel broker.\n", + "\n" + ] + } + ], + "source": [ + "# In order to actually run pcalc, first write the properties file and then execute\n", + "calc.writePropertiesFile()\n", + "r, data = calc.execute()\n", + "# The execute method calls the PCalc jar file and returns the terminal output as the first value (r)\n", + "# and the data file that is generated as output is read in to Python as the second value (data)\n", + "\n", + "print(r.stdout)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "05da47f2", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[7.000e+01, 1.500e+01, 1.000e+02, 1.243e-01],\n", + " [7.000e+01, 1.500e+01, 2.000e+02, 1.209e-01],\n", + " [7.200e+01, 1.500e+01, 1.000e+02, 1.243e-01],\n", + " ...,\n", + " [1.080e+02, 4.500e+01, 2.000e+02, 1.209e-01],\n", + " [1.100e+02, 4.500e+01, 1.000e+02, 1.243e-01],\n", + " [1.100e+02, 4.500e+01, 2.000e+02, 1.209e-01]])" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# This case we output an array. It's a little less nicely organized, but it is easy to send to other tools\n", + "# like matplotlib\n", + "data" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "29037843", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "

      " + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "\n", + "# initialize the figure\n", + "plt.figure(figsize=(15,7))\n", + "\n", + "# Just gets the 100 km depth slice\n", + "idx = np.where(data[:,2] == 100)\n", + "\n", + "# Uses scatter to plot. Note that this looks a little weird because it's a postage stamp on the earth\n", + "# and this doesn't have any geographic references\n", + "plt.scatter(data[idx,0], data[idx,1], c=1.0/data[idx,3], cmap='seismic_r', s=200)\n", + "plt.colorbar(label='P wavespeed')\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "89de1d0c", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.4" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Examples/Notebooks/PyPCalc_EX04.ipynb b/Examples/Notebooks/PyPCalc_EX04.ipynb new file mode 100644 index 0000000..841abe2 --- /dev/null +++ b/Examples/Notebooks/PyPCalc_EX04.ipynb @@ -0,0 +1,137 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "8a3e27f1", + "metadata": {}, + "outputs": [], + "source": [ + "import sys\n", + "sys.path.insert(0,\"../../python\")\n", + "\n", + "jarfile = \"../../target/salsa3d-software-1.2022.5-jar-with-dependencies.jar\"\n", + "\n", + "from PyPCalc import PCalc\n", + "PCalc.print_example04_info()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "4b517f0b", + "metadata": {}, + "outputs": [], + "source": [ + "config = PCalc.initialize_configuration(captureOutput=True, use_slbm=False, \n", + " returnObject='points', jarFile = jarfile)\n", + "\n", + "props = PCalc.initialize_properties(\n", + " maxProcessors = 4,\n", + " application = 'predictions',\n", + " workDir = '.',\n", + " predictors = 'bender',\n", + " benderModel = \"../data/AK135.geotess\",\n", + " inputType = 'file',\n", + " inputFile = '../data/example_coords.xyz',\n", + " batchSize = 10,\n", + " inputAttributes = 'origin_lat, origin_lon, origin_depth',\n", + " phase = 'P',\n", + " site = '37, 139, 0.6',\n", + " sta = \"SYNTH\",\n", + " jdate = '2011001',\n", + " outputType = 'file',\n", + " outputFile = \"/pcalc_predictions_file_output.dat\",\n", + " logFile = \"/pcalc_log.txt\",\n", + " terminalOutput = True,\n", + " outputHeader = True,\n", + " outputFormat = \"%8.4f\",\n", + " separator = 'space',\n", + " outputAttributes = 'travel_time')\n", + "\n", + "# Creates the main pcalc object\n", + "calc = PCalc(config = config, properties = props)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "3ebbf181", + "metadata": {}, + "outputs": [], + "source": [ + "# Set properties and configuration aspects can be viewed:\n", + "print(\"PCalc properties:\")\n", + "calc.viewSetProperties()\n", + "print(\"++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++\")\n", + "print(\"PyPCalc Configuration:\")\n", + "calc.viewSetConfiguration()\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "91948602", + "metadata": {}, + "outputs": [], + "source": [ + "# In order to actually run pcalc, first write the properties file and then execute\n", + "calc.writePropertiesFile()\n", + "r, data = calc.execute()\n", + "# The execute method calls the PCalc jar file and returns the terminal output as the first value (r)\n", + "# and the data file that is generated as output is read in to Python as the second value (data)\n", + "\n", + "print(r.stdout)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1648c45c", + "metadata": {}, + "outputs": [], + "source": [ + "print(data[:5])" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "00137c9d", + "metadata": {}, + "outputs": [], + "source": [ + "print(data[0].latitude, data[0].longitude, data[0].radius, data[0].attributes[0])" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f7644e67", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.4" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Examples/Notebooks/PyPCalc_EX05.ipynb b/Examples/Notebooks/PyPCalc_EX05.ipynb new file mode 100644 index 0000000..59b8545 --- /dev/null +++ b/Examples/Notebooks/PyPCalc_EX05.ipynb @@ -0,0 +1,136 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "0edf916d", + "metadata": {}, + "outputs": [], + "source": [ + "import sys\n", + "sys.path.insert(0,\"../../python\")\n", + "\n", + "jarfile = \"../../target/salsa3d-software-1.2022.5-jar-with-dependencies.jar\"\n", + "\n", + "from PyPCalc import PCalc\n", + "PCalc.print_example05_info()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a6a3167a", + "metadata": {}, + "outputs": [], + "source": [ + "config = PCalc.initialize_configuration(captureOutput=True, use_slbm=False, \n", + " returnObject='points', jarFile = jarfile)\n", + "\n", + "props = PCalc.initialize_properties(\n", + " application = 'predictions',\n", + " workDir = '.',\n", + " predictors = 'lookup2d',\n", + " inputType = 'greatcircle',\n", + " phase = 'P',\n", + " site = 'ARCES, ARCES, 10, 0, 0.2', #sta, refsta, lat, lon, elev of station\n", + " sta = \"ARCES\",\n", + " jdate = '2011001',\n", + " gcStart = '0 0',\n", + " gcDistance = 180,\n", + " gcAzimuth = 0,\n", + " gcSpacing = 10,\n", + " gcPositionParameters = 'longitude, latitude, x, y, distance, depth',\n", + " depthSpecificationMethod = 'depths',\n", + " depths = '50 60 70',\n", + " maxDepthSpacing = 100,\n", + " maxDepth = 500,\n", + " outputType = 'file',\n", + " outputFile = \"/pcalc_predictions_greatcircle_output.dat\",\n", + " logFile = \"/pcalc_log.txt\",\n", + " terminalOutput = True,\n", + " outputHeader = True,\n", + " outputFormat = \"%8.4f\",\n", + " separator = 'space',\n", + " outputAttributes = 'travel_time')\n", + "\n", + "# Creates the main pcalc object\n", + "calc = PCalc(config = config, properties = props)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "3a16e1fb", + "metadata": {}, + "outputs": [], + "source": [ + "# Set properties and configuration aspects can be viewed:\n", + "print(\"PCalc properties:\")\n", + "calc.viewSetProperties()\n", + "print(\"++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++\")\n", + "print(\"PyPCalc Configuration:\")\n", + "calc.viewSetConfiguration()\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d37d4cf2", + "metadata": {}, + "outputs": [], + "source": [ + "# In order to actually run pcalc, first write the properties file and then execute\n", + "calc.writePropertiesFile()\n", + "r, data = calc.execute()\n", + "# The execute method calls the PCalc jar file and returns the terminal output as the first value (r)\n", + "# and the data file that is generated as output is read in to Python as the second value (data)\n", + "\n", + "print(r.stdout)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "26cac3f9", + "metadata": {}, + "outputs": [], + "source": [ + "print(\"Generated by PCalc jar file:\")\n", + "!head pcalc_predictions_greatcircle_output.dat\n", + "print(\"----------------------------------------------------------\")\n", + "print(\"Returned to python kernel:\")\n", + "print(data[:10])" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1ffaee17", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.4" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Examples/Notebooks/PyPCalc_EX06.ipynb b/Examples/Notebooks/PyPCalc_EX06.ipynb new file mode 100644 index 0000000..762e5e8 --- /dev/null +++ b/Examples/Notebooks/PyPCalc_EX06.ipynb @@ -0,0 +1,127 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "ad84d031", + "metadata": {}, + "outputs": [], + "source": [ + "import sys\n", + "sys.path.insert(0,\"../../python\")\n", + "\n", + "jarfile = \"../../target/salsa3d-software-1.2022.5-jar-with-dependencies.jar\"\n", + "\n", + "\n", + "from PyPCalc import PCalc\n", + "PCalc.print_example06_info()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "5b03de23", + "metadata": {}, + "outputs": [], + "source": [ + "config = PCalc.initialize_configuration(captureOutput=True, use_slbm=False, \n", + " returnObject='dataFrame', jarFile = jarfile)\n", + "\n", + "props = PCalc.initialize_properties(\n", + " application = 'predictions',\n", + " workDir = '.',\n", + " predictors = 'bender',\n", + " benderModel = \"../data/AK135.geotess\",\n", + " inputType = 'grid',\n", + " phase = 'P',\n", + " site = '37, 139, 0.6',\n", + " sta = \"SYNTH\",\n", + " jdate = '2011001',\n", + " gridRangeLat = '15 45 16',\n", + " gridRangeLon = '70 110 21',\n", + " depthSpecificationMethod = 'depthLevels',\n", + " depthLevels = 'top of MOHO',\n", + " outputType = 'file',\n", + " outputFile = \"/pcalc_predictions_grid_output.dat\",\n", + " logFile = \"/pcalc_log.txt\",\n", + " terminalOutput = True,\n", + " outputHeader = True,\n", + " separator = 'space',\n", + " outputAttributes = 'travel_time')\n", + "\n", + "# Creates the main pcalc object\n", + "calc = PCalc(config = config, properties = props)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "87ce6176", + "metadata": {}, + "outputs": [], + "source": [ + "# Set properties and configuration aspects can be viewed:\n", + "print(\"PCalc properties:\")\n", + "calc.viewSetProperties()\n", + "print(\"++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++\")\n", + "print(\"PyPCalc Configuration:\")\n", + "calc.viewSetConfiguration()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a113fa39", + "metadata": {}, + "outputs": [], + "source": [ + "# In order to actually run pcalc, first write the properties file and then execute\n", + "calc.writePropertiesFile()\n", + "r, data = calc.execute()\n", + "# The execute method calls the PCalc jar file and returns the terminal output as the first value (r)\n", + "# and the data file that is generated as output is read in to Python as the second value (data)\n", + "\n", + "print(r.stdout)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "12ae62d1", + "metadata": {}, + "outputs": [], + "source": [ + "data" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "9ed4a210", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.4" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Examples/Notebooks/PyPCalc_EX07.ipynb b/Examples/Notebooks/PyPCalc_EX07.ipynb new file mode 100644 index 0000000..face680 --- /dev/null +++ b/Examples/Notebooks/PyPCalc_EX07.ipynb @@ -0,0 +1,183 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "37cd67ee", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Example 7 uses an oracle database of CSS3.0 schema tables to read and write data.\n", + "This uses several properties to define the database\n", + "inputType = 'database'\n", + "dbInputInstance = 'jdbc:oracle:thin:@domain:port:database'\n", + "dbInputUserName = 'username'\n", + "dbInputPassword = 'password'\n", + "dbInputTablePrefix = 'uebgt_'\n", + "dbInputTableTypes = 'origin, arrival, assoc'\n", + "dbInputSiteTable = 'uebgt_site'\n", + "dbInputWhereClause = 'origin.orid = 48834027'\n", + "outputType = 'database'\n", + "dbOutputInstance = ''\n", + "dbOutputUserName = ''\n", + "dbOutputPassword = ''\n", + "dbOutputAssocTable = 'pcalc_assoc'\n", + "dbOutputAutoTableCreation = True\n", + "dbOutputPromptBeforeTruncate = False\n", + "dbOutputTruncateTables = True\n", + "\n", + "In the manual, this also illustrates using the RSTT or SLBM velocity model:\n", + "predictors = 'slbm'\n", + "slbmModel = '/Users/username/pcalc_software/pdu202009DU.geotess'\n", + "\n" + ] + } + ], + "source": [ + "import sys\n", + "sys.path.insert(0,\"../../python\")\n", + "\n", + "jarfile = \"../../target/salsa3d-software-1.2022.5-jar-with-dependencies.jar\"\n", + "\n", + "from PyPCalc import PCalc\n", + "PCalc.print_example07_info()\n", + "# This example requires an oracle database and the slbm predictor geotess file" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "67391757", + "metadata": {}, + "outputs": [], + "source": [ + "config = PCalc.initialize_configuration(captureOutput=True, use_slbm=True, \n", + " returnObject='dataFrame', jarFile = jarfile)\n", + "\n", + "props = PCalc.initialize_properties(\n", + " application = 'predictions',\n", + " workDir = '.',\n", + " predictors = 'slbm',\n", + " slbmModel = \"../data/pdu202009Du.geotess\",\n", + " inputType = 'database',\n", + " dbInputInstance = 'jdbc:oracle:thin:@domain:port:database',\n", + " dbInputUserName = 'username',\n", + " dbInputPassword = 'password',\n", + " dbInputTablePrefix = 'prefix_',\n", + " dbInputTableTypes = 'origin, arrival, assoc',\n", + " dbInputSiteTable = 'uebgt_site',\n", + " dbInputWhereClause = ' origin.orid = 48834027',\n", + " outputType = 'database',\n", + " logFile = \"/pcalc_log.txt\",\n", + " terminalOutput = True,\n", + " dbOutputInstance = '',\n", + " dbOutputUserName = '',\n", + " dbOutputPassword = '',\n", + " dbOutputAssocTable = 'pcalc_assoc',\n", + " dbOutputAutoTableCreation = True,\n", + " dbOutputPromptBeforeTruncate = False,\n", + " dbOutputTruncateTables = True\n", + " )\n", + "\n", + "# Creates the main pcalc object\n", + "calc = PCalc(config = config, properties = props)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "237a251d", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "PCalc properties:\n", + "application = predictions\n", + "workDir = .\n", + "inputType = database\n", + "batchSize = 1\n", + "logFile = /pcalc_log.txt\n", + "terminalOutput = True\n", + "separator = space\n", + "outputHeader = True\n", + "outputFormat = %1.4f\n", + "predictors = slbm\n", + "slbmModel = ../data/pdu202009Du.geotess\n", + "dbInputInstance = jdbc:oracle:thin:@domain:port:database\n", + "dbInputUserName = username\n", + "dbInputPassword = password\n", + "dbInputTablePrefix = prefix_\n", + "dbInputTableTypes = origin, arrival, assoc\n", + "dbInputSiteTable = uebgt_site\n", + "dbInputWhereClause = origin.orid = 48834027\n", + "outputType = database\n", + "dbOutputInstance = \n", + "dbOutputUserName = \n", + "dbOutputPassword = \n", + "dbOutputAssocTable = pcalc_assoc\n", + "dbOutputAutoTableCreation = True\n", + "dbOutputPromptBeforeTruncate = False\n", + "dbOutputTruncateTables = True\n", + "++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++\n", + "PyPCalc Configuration:\n", + "jarFile = ../../target/salsa3d-software-1.2022.5-jar-with-dependencies.jar\n", + "propertiesFile = PCalc.properties\n", + "captureOutput = True\n", + "propertyFileWritten = False\n", + "slbm_libdir = None\n", + "use_slbm = True\n", + "use_oracle = False\n", + "ojdbc_jar = None\n", + "returnObject = dataFrame\n", + "executionMode = Salsa3DSoftware\n", + "wallet = None\n", + "memoryString = -Xmx256g\n" + ] + } + ], + "source": [ + "# Set properties and configuration aspects can be viewed:\n", + "print(\"PCalc properties:\")\n", + "calc.viewSetProperties()\n", + "print(\"++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++\")\n", + "print(\"PyPCalc Configuration:\")\n", + "calc.viewSetConfiguration()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "5ab7fd01", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.4" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Examples/Notebooks/PyPCalc_EX08.ipynb b/Examples/Notebooks/PyPCalc_EX08.ipynb new file mode 100644 index 0000000..24e52bc --- /dev/null +++ b/Examples/Notebooks/PyPCalc_EX08.ipynb @@ -0,0 +1,175 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "dbec7a04", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "import sys\n", + "sys.path.insert(0,\"../../python\")\n", + "\n", + "jarfile = \"../../target/salsa3d-software-1.2022.5-jar-with-dependencies.jar\"\n", + "\n", + "\n", + "from PyPCalc import PCalc\n", + "PCalc.print_example08_info()\n", + "\n", + "# Note the output format is different from examples 1 - 6 " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2bf0045e", + "metadata": {}, + "outputs": [], + "source": [ + "config = PCalc.initialize_configuration(captureOutput=True, use_slbm=False, \n", + " returnObject='Points', jarFile = jarfile)\n", + "\n", + "props = PCalc.initialize_properties(\n", + " application = 'predictions',\n", + " workDir = '.',\n", + " predictors = 'bender',\n", + " benderModel = \"../data/AK135.geotess\",\n", + " inputType = 'greatcircle',\n", + " phase = 'P',\n", + " site = '10, 0, 0.2',\n", + " sta = \"ARCES\",\n", + " jdate = '2011001',\n", + " gcStart = \"0 0\",\n", + " gcDistance = 90,\n", + " gcAzimuth = 0,\n", + " gcNpoints = 19,\n", + " gcOnCenters = False,\n", + " gcPositionParameters = 'latitude longitude distance depth',\n", + " rayPathNodeSpacing = 10,\n", + " depthSpecificationMethod = 'maxDepthSpacing',\n", + " maxDepthSpacing = 100,\n", + " maxDepth = 500,\n", + " outputType = 'file',\n", + " outputFile = \"/pcalc_raypaths_greatcircle_output.dat\",\n", + " logFile = \"/pcalc_log.txt\",\n", + " terminalOutput = True,\n", + " outputHeader = True,\n", + " separator = 'space',\n", + " outputAttributes = 'ray_path')\n", + "# Note that this creates a great circle which is not just defined along the surface of the earth, but also with\n", + "# depth to maxDepth. This is akin to what is termed a cross-section elsewhere.\n", + "\n", + "\n", + "# Creates the main pcalc object\n", + "calc = PCalc(config = config, properties = props)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "ee9864a7", + "metadata": {}, + "outputs": [], + "source": [ + "# Set properties and configuration aspects can be viewed:\n", + "print(\"PCalc properties:\")\n", + "calc.viewSetProperties()\n", + "print(\"++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++\")\n", + "print(\"PyPCalc Configuration:\")\n", + "calc.viewSetConfiguration()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "8b799715", + "metadata": {}, + "outputs": [], + "source": [ + "calc.writePropertiesFile()\n", + "r, rays = calc.execute()\n", + "# The execute method calls the PCalc jar file and returns the terminal output as the first value (r)\n", + "# and the data file that is generated as output is read in to Python as the second value (rays)\n", + "\n", + "print(r.stdout)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a1dfa548", + "metadata": {}, + "outputs": [], + "source": [ + "import matplotlib.pyplot as plt\n", + "iray = 251\n", + "%matplotlib notebook\n", + "fig = plt.figure(figsize=(5,5))\n", + "ax = fig.add_subplot(projection='3d')\n", + "ax.scatter(rays[iray].longitude, rays[iray].latitude, rays[iray].depth, c=rays[iray].gcDistance, s=25)\n", + "ax.set_xlabel(\"longitude\")\n", + "ax.set_ylabel(\"latitude\")\n", + "ax.set_zlabel(\"depth\")\n", + "ax.invert_zaxis()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d5e57ed8", + "metadata": { + "scrolled": false + }, + "outputs": [], + "source": [ + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "iray = 251\n", + "\n", + "fig, ax = plt.subplots(subplot_kw={'projection': 'polar', 'theta_direction': -1})\n", + "\n", + "ax.plot(rays[iray].gcDistance*np.pi/180, 6371-rays[iray].depth)\n", + "\n", + "ax.set_theta_zero_location('N')\n", + "ax.set_rmax(6371)\n", + "ax.set_rticks([6371-20, 6371-35, 6371-210, 6371-410, 6371-660, 6371-2891.5, 1216]) # Less radial ticks\n", + "ax.grid(True)\n", + "\n", + "ax.set_title(\"The Earth in cross-section\", va='bottom')\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "8b3dbfe5", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.4" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Examples/Notebooks/PyPCalc_EX10.ipynb b/Examples/Notebooks/PyPCalc_EX10.ipynb new file mode 100644 index 0000000..2a087e1 --- /dev/null +++ b/Examples/Notebooks/PyPCalc_EX10.ipynb @@ -0,0 +1,190 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "5e797d98", + "metadata": {}, + "outputs": [], + "source": [ + "import sys\n", + "sys.path.insert(0,\"../../python\")\n", + "\n", + "jarfile = \"../../target/salsa3d-software-1.2022.5-jar-with-dependencies.jar\"\n", + "\n", + "from PyPCalc import PCalc\n", + "\n", + "# Example to recreate travel time prediction for P wave to station SYNTH for AK135 relative to Lookup2d" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "1c878e04", + "metadata": {}, + "outputs": [], + "source": [ + "# First, setup run for AK135 predictions to station1\n", + "config = PCalc.initialize_configuration(captureOutput=True, use_slbm=False, \n", + " returnObject='array',jarFile = jarfile)\n", + "\n", + "props = PCalc.initialize_properties(\n", + " application = 'predictions',\n", + " workDir = '.',\n", + " predictors = 'bender',\n", + " benderModel = \"../data/AK135.geotess\",\n", + " inputType = 'grid',\n", + " phase = 'P',\n", + " site = '37, 139, 0.6',\n", + " sta = \"SYNTH\",\n", + " jdate = '2011001',\n", + " gridRangeLat = '-90 90 181',\n", + " gridRangeLon = '-180 180 361',\n", + " depthSpecificationMethod = 'depths',\n", + " depths = '1',\n", + " outputType = 'file',\n", + " outputFile = \"/pcalc_predictions_grid_output_ak135.dat\",\n", + " logFile = \"/pcalc_log.txt\",\n", + " terminalOutput = True,\n", + " outputHeader = True,\n", + " separator = 'space',\n", + " outputAttributes = 'travel_time')\n", + "\n", + "# Creates the main pcalc object\n", + "calc = PCalc(config = config, properties = props)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "7efea192", + "metadata": {}, + "outputs": [], + "source": [ + "recalculate = True\n", + "if recalculate:\n", + " calc.writePropertiesFile()\n", + " r, ak135_tt = calc.execute()\n", + "else:\n", + " ak135_tt = PCalc.getOutputGrid(\"pcalc_predictions_grid_output_ak135.dat\",\n", + " separator = 'space', nattributes=1, returnObject='array', header=0)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "a954a1b2", + "metadata": {}, + "outputs": [], + "source": [ + "# Now, repeat for AK135\n", + "config = PCalc.initialize_configuration(captureOutput=True, use_slbm=False, \n", + " returnObject='array', jarFile = jarfile)\n", + "\n", + "props = PCalc.initialize_properties(\n", + " application = 'predictions',\n", + " workDir = '.',\n", + " predictors = 'lookup2d',\n", + " inputType = 'grid',\n", + " phase = 'P',\n", + " site = '37, 139, 0.6',\n", + " sta = \"SYNTH\",\n", + " jdate = '2011001',\n", + " gridRangeLat = '-90 90 181',\n", + " gridRangeLon = '-180 180 361',\n", + " depthSpecificationMethod = 'depths',\n", + " depths = '1',\n", + " outputType = 'file',\n", + " outputFile = \"/pcalc_predictions_grid_output_lookup.dat\",\n", + " logFile = \"/pcalc_log.txt\",\n", + " terminalOutput = True,\n", + " outputHeader = True,\n", + " separator = 'space',\n", + " outputAttributes = 'travel_time')\n", + "\n", + "# Creates the main pcalc object\n", + "calc = PCalc(config = config, properties = props)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "768dd2d3", + "metadata": {}, + "outputs": [], + "source": [ + "calc.writePropertiesFile()\n", + "r, lookup_tt = calc.execute()" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "4f775245", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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      " + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "# Finds where the travel time is non-negative and then plots the difference, in seconds\n", + "# between the geotess model and ak135\n", + "import numpy as np\n", + "idx = np.where(ak135_tt[:,3] > 0)\n", + "ak135_tt_clean = ak135_tt[idx[0],:]\n", + "lookup_tt_clean = lookup_tt[idx[0],:]\n", + "\n", + "ttdiff = ak135_tt_clean[:,3] - lookup_tt_clean[:,3]\n", + "\n", + "import matplotlib.pyplot as plt\n", + "fig = plt.figure(figsize=(15,5))\n", + "ax = plt.subplot(projection='hammer')\n", + "ax.scatter(ak135_tt_clean[:,0]*np.pi/180, ak135_tt_clean[:,1]*np.pi/180, s=1, c=ttdiff, vmin=-4, vmax=4, \n", + " cmap='seismic')\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "20b95c4f", + "metadata": {}, + "outputs": [], + "source": [ + "# Note that the above map looks a bit funky because we can't adjust the geographic limits without using\n", + "# cartopy, but this works for a first pass sanity check." + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.4" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} From 652045a7029d7f8cb8eb7e67cfff4960872c5d2f Mon Sep 17 00:00:00 2001 From: rwporritt Date: Fri, 24 Feb 2023 17:35:04 -0700 Subject: [PATCH 15/16] Add files via upload --- Examples/data/CRUST1.mat | Bin 0 -> 1822359 bytes Examples/data/PREM_1s_NoOcean.csv | 199 ++++++++++++++++++++++++++ Examples/data/example_coords.xyz | 1 + Examples/data/myfile.gtg | Bin 0 -> 2293912 bytes Examples/data/southern_california.kmz | Bin 0 -> 757 bytes 5 files changed, 200 insertions(+) create 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b/Examples/data/southern_california.kmz new file mode 100644 index 0000000000000000000000000000000000000000..e655fac97281d226f232fbaa15f8c12c22555bf8 GIT binary patch literal 757 zcmWIWW@Zs#U|`??Vg`m){2a2aObiT%SQ!}Df&7&GWWDU%oU)_b+v{e;z0tBNgNZ&|*SAJ&wJ`F|>!cV%tM-Qp>`q>PbMUw?W&z0wta2C zbER4F#;n?#%Wo&X-uY~IH7&4m{0mtWWy$$xv2<(ytaN&8b};hHjjJIs7JR0}J9&3~|*q5b{Z zlRska&M|Q>Di04WUbF9WyV0_BYnu))wzd3i_;DBa)7f*Le%Pyi-Flh*!<%Mb%??=q zY3$l}s5D1Te9;uV zWQj(msp Date: Fri, 24 Feb 2023 17:35:37 -0700 Subject: [PATCH 16/16] Add files via upload --- release_notes.txt | 7 +++++++ 1 file changed, 7 insertions(+) diff --git a/release_notes.txt b/release_notes.txt index 3d3b902..3e60c7d 100644 --- a/release_notes.txt +++ b/release_notes.txt @@ -1,5 +1,12 @@ Salsa3DSoftware Release Notes Updated Saturday, February 18, 2023 + +Version 1.2022.5.2 - released Monday, February 27th, 2023 + Added python wrappers in python directory and notebooks to run python wrappers + in Examples/Notebooks + + Added data for Examples/Notebooks in Examples/data + Version 1.2022.5.1 – released Saturday, February 18, 2023

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