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vcmi/CPathfinder.cpp

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#include "stdafx.h"
#include "global.h"
#include "CPathfinder.h"
CPath * CPathfinder::getPath(int3 &src, int3 &dest, CHeroInstance * hero) //TODO: test it (seems to be finished, but relies on unwritten functions :()
{
if(src.z!=dest.z) //first check
return NULL;
//graph initialization
graph.resize(CGI->ac->map.width);
for(int i=0; i<graph.size(); ++i)
{
graph[i].resize(CGI->ac->map.height);
for(int j=0; j<graph[i].size(); ++j)
{
graph[i][j] = new CPathNode;
graph[i][j]->accesible = !CGI->mh->ttiles[i][j][src.z].blocked;
graph[i][j]->dist = -1;
graph[i][j]->theNodeBefore = NULL;
graph[i][j]->visited = false;
graph[i][j]->x = i;
graph[i][j]->y = j;
}
}
//graph initialized
graph[src.x][src.y]->dist = 0;
std::queue<CPathNode *> mq;
mq.push(graph[src.x][src.y]);
while(!mq.empty())
{
CPathNode * cp = mq.front();
mq.pop();
if(cp->x>0)
{
CPathNode * dp = graph[cp->x-1][cp->y];
if(!dp->visited)
{
if(dp->dist==-1 || (dp->dist > cp->dist + CGI->mh->getCost(int3(cp->x, cp->y, src.z), int3(cp->x-1, cp->y, src.z), hero)))
{
dp->dist = cp->dist + CGI->mh->getCost(int3(cp->x, cp->y, src.z), int3(cp->x-1, cp->y, src.z), hero);
dp->theNodeBefore = cp;
mq.push(dp);
}
}
}
if(cp->y>0)
{
CPathNode * dp = graph[cp->x][cp->y-1];
if(!dp->visited)
{
if(dp->dist==-1 || (dp->dist > cp->dist + CGI->mh->getCost(int3(cp->x, cp->y, src.z), int3(cp->x, cp->y-1, src.z), hero)))
{
dp->dist = cp->dist + CGI->mh->getCost(int3(cp->x, cp->y, src.z), int3(cp->x-1, cp->y, src.z), hero);
dp->theNodeBefore = cp;
mq.push(dp);
dp->visited = true;
}
}
}
if(cp->x>0 && cp->y>0)
{
CPathNode * dp = graph[cp->x-1][cp->y-1];
if(!dp->visited)
{
if(dp->dist==-1 || (dp->dist > cp->dist + CGI->mh->getCost(int3(cp->x, cp->y, src.z), int3(cp->x-1, cp->y-1, src.z), hero)))
{
dp->dist = cp->dist + CGI->mh->getCost(int3(cp->x, cp->y, src.z), int3(cp->x-1, cp->y-1, src.z), hero);
dp->theNodeBefore = cp;
mq.push(dp);
dp->visited = true;
}
}
}
if(cp->x<graph.size()-1)
{
CPathNode * dp = graph[cp->x+1][cp->y];
if(!dp->visited)
{
if(dp->dist==-1 || (dp->dist > cp->dist + CGI->mh->getCost(int3(cp->x, cp->y, src.z), int3(cp->x+1, cp->y, src.z), hero)))
{
dp->dist = cp->dist + CGI->mh->getCost(int3(cp->x, cp->y, src.z), int3(cp->x+1, cp->y, src.z), hero);
dp->theNodeBefore = cp;
mq.push(dp);
dp->visited = true;
}
}
}
if(cp->y<graph[0].size()-1)
{
CPathNode * dp = graph[cp->x][cp->y+1];
if(!dp->visited)
{
if(dp->dist==-1 || (dp->dist > cp->dist + CGI->mh->getCost(int3(cp->x, cp->y, src.z), int3(cp->x, cp->y+1, src.z), hero)))
{
dp->dist = cp->dist + CGI->mh->getCost(int3(cp->x, cp->y, src.z), int3(cp->x, cp->y+1, src.z), hero);
dp->theNodeBefore = cp;
mq.push(dp);
dp->visited = true;
}
}
}
if(cp->x<graph.size() && cp->y<graph[0].size())
{
CPathNode * dp = graph[cp->x+1][cp->y+1];
if(!dp->visited)
{
if(dp->dist==-1 || (dp->dist > cp->dist + CGI->mh->getCost(int3(cp->x, cp->y, src.z), int3(cp->x+1, cp->y+1, src.z), hero)))
{
dp->dist = cp->dist + CGI->mh->getCost(int3(cp->x, cp->y, src.z), int3(cp->x+1, cp->y+1, src.z), hero);
dp->theNodeBefore = cp;
mq.push(dp);
dp->visited = true;
}
}
}
if(cp->x>0 && cp->y<graph[0].size())
{
CPathNode * dp = graph[cp->x-1][cp->y+1];
if(!dp->visited)
{
if(dp->dist==-1 || (dp->dist > cp->dist + CGI->mh->getCost(int3(cp->x, cp->y, src.z), int3(cp->x-1, cp->y+1, src.z), hero)))
{
dp->dist = cp->dist + CGI->mh->getCost(int3(cp->x, cp->y, src.z), int3(cp->x-1, cp->y+1, src.z), hero);
dp->theNodeBefore = cp;
mq.push(dp);
dp->visited = true;
}
}
}
if(cp->x<graph.size() && cp->y>0)
{
CPathNode * dp = graph[cp->x+1][cp->y-1];
if(!dp->visited)
{
if(dp->dist==-1 || (dp->dist > cp->dist + CGI->mh->getCost(int3(cp->x, cp->y, src.z), int3(cp->x+1, cp->y-1, src.z), hero)))
{
dp->dist = cp->dist + CGI->mh->getCost(int3(cp->x, cp->y, src.z), int3(cp->x+1, cp->y-1, src.z), hero);
dp->theNodeBefore = cp;
mq.push(dp);
dp->visited = true;
}
}
}
}
CPathNode * curNode = graph[dest.x][dest.y];
CPath * ret = new CPath;
while(curNode!=graph[src.x][src.y] && curNode != NULL)
{
ret->nodes.push(*curNode);
curNode = curNode->theNodeBefore;
}
for(int i=0; i<graph.size(); ++i)
{
for(int j=0; j<graph[0].size(); ++i)
delete graph[i][j];
}
return ret;
}