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Copy pathA_star.cpp
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192 lines (180 loc) · 5.13 KB
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#include"stdafx.h"
#include"A_star.h"
#include<string>
#include<vector>
#include <float.h>
#include <limits.h>
//辅助函数
int PointToInt(int x,int y,int xsize,int ysize)
{
return y*xsize+x;
}
void IntToPoint(int pnt,int xsize,int ysize,int &x,int &y)
{
x = pnt%xsize;
y = pnt/xsize;
}
float CalculateF(int cur,int src,int dst,float** dist,int xsize,int ysize)
{
int curx,cury;
int dstx,dsty;
int srcx,srcy;
IntToPoint(cur,xsize,ysize,curx,cury);
IntToPoint(dst,xsize,ysize,dstx,dsty);
IntToPoint(src,xsize,ysize,srcx,srcy);
float G = dist[curx][cury];
float H = sqrt(float(dstx-curx)*float(dstx-curx)+float(dsty-cury)*float(dsty-cury));
return G + H;
}
void A_Star(A_Point pntSt,A_Point pntDst,int xsize,int ysize,float** dist,int **prev,int **graph)
{
bool *s = new bool[xsize*ysize];
memset(s,0,sizeof(bool)*xsize*ysize);
for(int i=0;i<xsize;++i)
{
for(int j=0;j<ysize;++j)
{
dist[i][j] = -1;
prev[i][j] = -1;
}
}
//采用最简单的做法,不停的遍历吧,实际上如果通过堆的数据结构是不是会更好一些,小根堆
std::vector<int> wlist;
wlist.push_back(PointToInt(pntSt.x,pntSt.y,xsize,ysize));
dist[pntSt.x][pntSt.y] = 0;
int dst = PointToInt(pntSt.x,pntSt.y,xsize,ysize);
int src = PointToInt(pntDst.x,pntDst.y,xsize,ysize);
bool isToDstination = false;
while(!wlist.empty())
{
//找出最小值删除
std::vector<int>::iterator iter;
float min_value = FLT_MAX;
int index = 0,minindex=0;
for(iter = wlist.begin();iter!=wlist.end();++iter,++index)
{
float cur_value = CalculateF(*iter,src,dst,dist,xsize,ysize);
if(min_value<cur_value)
{
min_value = cur_value;
minindex = index;
}
}
//四周八个方向寻找
int x, y;
s[wlist[minindex]] = true;
IntToPoint(wlist[minindex],xsize,ysize,x,y);
wlist.erase(wlist.begin()+minindex);
//判断当前点是不是终点如果是则直接退出
if(wlist[minindex]==dst)
break;
if(x-1 >= 0&&y -1 >= 0&&graph[x-1][y-1] != blocked )
{
//第一个判断是判断是否该点已经在等待列表中,如果已经存在则不需要再次进入栈空间中
if(s[PointToInt(x-1,y-1,xsize,ysize)] == false)
{
wlist.push_back(PointToInt(x-1,y-1,xsize,ysize));
s[PointToInt(x-1,y-1,xsize,ysize)] = true;
}
//第二个判断是判断当前点的父节点应该为哪一个,同时对父节点进行修正
//dist中存的是当前点到源节点的最小距离
if(dist[x-1][y-1]==-1||dist[x-1][y-1]>movetilt + dist[x][y])
{
dist[x-1][y-1] = movetilt + dist[x][y];
prev[x-1][y-1] = PointToInt(x-1,y-1,xsize,ysize);
}
}
if(x >= 0&&y -1 >= 0&&graph[x][y-1] != blocked)
{
if(s[PointToInt(x,y-1,xsize,ysize)] == false)
{
wlist.push_back(PointToInt(x,y-1,xsize,ysize));
s[PointToInt(x,y-1,xsize,ysize)] = true;
}
if(dist[x][y-1]==-1||dist[x][y-1]<movestraight + dist[x][y])
{
dist[x][y-1] = movestraight + dist[x][y];
prev[x][y-1] = PointToInt(x,y-1,xsize,ysize);
}
}
if(x+1 < xsize &&y -1 >= 0&&graph[x+1][y-1] != blocked)
{
if(s[PointToInt(x+1,y-1,xsize,ysize)] == false)
{
wlist.push_back(PointToInt(x+1,y-1,xsize,ysize));
s[PointToInt(x+1,y-1,xsize,ysize)] = true;
}
if(dist[x+1][y-1]==-1||dist[x+1][y-1]>movetilt + dist[x][y])
{
dist[x+1][y-1] = movetilt + dist[x][y];
prev[x+1][y-1] = PointToInt(x+1,y-1,xsize,ysize);
}
}
if(x-1 >= 0&&y >= 0&&graph[x-1][y] != blocked)
{
if(s[PointToInt(x-1,y,xsize,ysize)] == false)
{
wlist.push_back(PointToInt(x-1,y,xsize,ysize));
s[PointToInt(x-1,y,xsize,ysize)] = true;
}
if(dist[x-1][y] ==-1||dist[x-1][y] >movetilt + dist[x][y])
{
dist[x-1][y] = movestraight + dist[x][y];
prev[x-1][y] = PointToInt(x-1,y,xsize,ysize);
}
}
if(x+1 < xsize&&y >= 0&&graph[x+1][y] != blocked)
{
if(s[PointToInt(x+1,y,xsize,ysize)] == false)
{
wlist.push_back(PointToInt(x+1,y,xsize,ysize));
s[PointToInt(x+1,y,xsize,ysize)] = true;
}
if(dist[x+1][y] ==-1||dist[x+1][y] >movetilt + dist[x][y])
{
dist[x+1][y] = movestraight + dist[x][y];
prev[x+1][y] = PointToInt(x+1,y,xsize,ysize);
}
}
if(x-1 >= 0&&y +1 < ysize&&graph[x-1][y+1] != blocked)
{
if(s[PointToInt(x-1,y+1,xsize,ysize)] == false)
{
wlist.push_back(PointToInt(x-1,y+1,xsize,ysize));
s[PointToInt(x-1,y+1,xsize,ysize)] = true;
}
if(dist[x-1][y-1] ==-1||dist[x-1][y-1] >movetilt + dist[x][y])
{
dist[x-1][y-1] = movestraight + dist[x][y];
prev[x-1][y-1] = PointToInt(x-1,y-1,xsize,ysize);
}
}
if(x >= 0&&y +1 < ysize&&graph[x][y+1] != blocked)
{
if(s[PointToInt(x,y+1,xsize,ysize)] == false)
{
wlist.push_back(PointToInt(x,y+1,xsize,ysize));
s[PointToInt(x,y+1,xsize,ysize)] = true;
}
if(dist[x][y+1] ==-1||dist[x][y+1] >movetilt + dist[x][y])
{
dist[x][y+1] = movestraight + dist[x][y];
prev[x][y+1] = PointToInt(x,y+1,xsize,ysize);
}
}
if(x+1 < xsize&&y+1 < ysize&&graph[x+1][y+1] != blocked)
{
if(s[PointToInt(x+1,y+1,xsize,ysize)] == false)
{
wlist.push_back(PointToInt(x+1,y+1,xsize,ysize));
s[PointToInt(x+1,y+1,xsize,ysize)] = true;
}
if(dist[x+1][y+1] ==-1||dist[x+1][y+1] >movetilt + dist[x][y])
{
dist[x+1][y+1] = movestraight + dist[x][y];
prev[x+1][y+1] = PointToInt(x,y+1,xsize,ysize);
}
}
}//遍历整个栈的循环
delete[]s;
}