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tool.cpp
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1037 lines (777 loc) · 30.5 KB
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#include "config.h"
#include "DFG.h"
#include "tool.h"
#define LIMIT 64
using namespace std;
DECLARE_string(dfg_file);
bool comp(DFGedge* &a,DFGedge* &b)
{
return a->latency < b->latency;
}
int calculateFU(int neiPE,int colNum,int Rnum)
{
int lsuColNum = 1;
return ((neiPE % colNum) - 1 + neiPE / colNum * (colNum-lsuColNum)) * (Rnum+1) + (neiPE / colNum + 1) * lsuColNum;
}
vector<DFGedge*> getEdgesFromBegin(vector<DFGedge*> edgesList, int beginNo)
{
vector<DFGedge*> edges;/* 新建一个 */
for (auto e : edgesList)
{
if (e->prenode == beginNo)
{
edges.push_back(new DFGedge(e));
}
}
return edges;
}
void strtok(string& str, vector<string>& cont, string defstr = " ")
{
cont.clear();
size_t size = 0;
size_t begpos = 0;
size_t endpos = 0;
begpos = str.find_first_not_of(defstr);
while (begpos != std::string::npos)
{
size++;
endpos = str.find_first_of(defstr, begpos);
if (endpos == std::string::npos)
{
endpos = str.size();
}
string ssubstr = str.substr(begpos, endpos - begpos);
cont.push_back(ssubstr);
begpos = str.find_first_not_of(defstr, endpos+1);
}
}
int ReadDataFromFileLBLIntoString(vector<vector<int>> &DFG_node)
{
ifstream fin(FLAGS_dfg_file);
cout << "********************************" << endl;
cout << "the name of File:" << FLAGS_dfg_file << endl;
cout << "********************************" << endl;
string s;
int nodes = 0;
vector<int> linedata;
int line = 0;
while(getline(fin,s))
{
vector<string> vec;
strtok(s,vec,",");
linedata.clear();
for(int i = 0; i < vec.size(); i++)
{
//atoi:ascii to integer
int e = atoi(vec[i].c_str());
linedata.push_back(e);
}
DFG_node.push_back(linedata);
line++;
}
fin.close();
return line;
}
void show(DFG *D, Register *R, int II,int CGRARow, int PEColumn)
{
int lsuColNum = 1;
int column = PEColumn + lsuColNum;
// cout<<"CGRARow="<<CGRARow<<" "<<"column="<<column<<endl;
cout<<"\n========================map成功===========================\n";
int count = 0;
{
count = 0;
for (int k = 0; k < II; k++)
{
for(int z = 0; z < column; z++)
{
cout << "--------";
}
cout << "["<< k <<"]";
for(int z = 0; z < column; z++)
{
cout << "--------" ;
}
cout<<endl;
for (int i = 0; i < CGRARow; i++)
{//行
for (int j = 0; j < column; j++)
{//列
for(int m = 0; m < D->DFGnodesList.size(); m++ )
{
int bindR = D->DFGnodesList[m]->bindResource;/* 绑定的寄存器 */
int postion = R->TERnodesList[bindR]->PE;/* 寄存器所在的PE */
int op_order = D->DFGnodesList[m]->nodelabel;
int time_step = D->DFGnodesList[op_order]->nodelevel;
if (time_step == k && postion / column % CGRARow == i && postion % column == j)
{
count ++;
cout << "|\t "<< op_order << "\t ";
}
}
if (count == 0){
cout << "|\t\t ";
}
count = 0;
}
cout << "| " << endl;
}
}
// cout << endl;
if(column == 5)
{
for(int z = 0; z < column; z++)
{
cout << "---------" ;
}
}
else if(column == 7)
{
for(int z = 0; z < column; z++)
{
cout << "----------" ;
}
}
else if(column == 9)
{
for(int z = 0; z < column; z++)
{
cout << "-----------" ;
}
}
}
}
bool isConcludeFU(GraphRegister *GR,int path[], int v)
{
bool flag = false;
stack<int> q;/* 建立一个栈 */
int p = v; /* p用来遍历path数组获得路径点 */
while(path[p]!=-1)
{
q.push(path[p]);
p = path[p];
}
while(!q.empty())
{
int temp = q.top();
if(GR->GraphnodesList[temp]->RegisterKind == 4)/* 走过的路包含了FU */
{
flag = true;
break;
}
q.pop();
}
return flag;
}
bool isUsedV(GraphRegister *GR,int path[], int v, int trueTRNum)
{
bool flag = false;
stack<int> q;/* 建立一个栈 */
int p = v; /* p用来遍历path数组获得路径点 */
// cout<<"trueTRNum"<<trueTRNum<<endl;
while(path[p]!=-1)
{
q.push(path[p]);
p = path[p];
}
// cout<<"tempPath:"
while(!q.empty())
{
int temp = q.top();
// cout<<temp<<" ";
if(temp % trueTRNum == v % trueTRNum)/* 相同不包含bank */
{
flag = true;
break;
}
q.pop();
}
// cout<<endl;
return flag;
}
bool isIncludeCandidate(int n,vector<int> &virtualCandidate)
{
bool flag = false;
for(int i = 0;i < virtualCandidate.size(); i++)
{
if(virtualCandidate[i] == n)
{
flag = true;
// cout<<"flag"<<flag<<endl;
break;
}
}
return flag;
}
void getPath(int path[], int minReg, vector<int> &pathNode)
{
stack<int> q;/* 建立一个栈 */
int p = minReg; /* p用来遍历path数组获得路径点 */
while(path[p]!=-1)
{
q.push(path[p]);
p = path[p];
}
while(!q.empty())
{
int temp = q.top();
pathNode.push_back(temp);
q.pop();
}
}
// void processPEPort(node1,node2,Register *R);
int getPreLastLU(vector<int> pathNode, Register *R)
{
for(int i = pathNode.size() - 1; i >= 0 ; i--)
{
int node = pathNode[i];
int RegisterKind = R->TERnodesList[node]->RegisterKind;
if(RegisterKind == 1)
{
return node;
}
}
return -1;
}
void deletePartPath(vector<int> &pathNode, int srcR)
{
/* 先找到迭代器 */
for(std::vector<int>::iterator it = pathNode.begin();it != pathNode.end();it++)
{
if( *it == srcR)
{
pathNode.erase(it, pathNode.end());
break;
}
}
}
/* 将共享的路径设为已经访问,除bank外*/
void setVisited(Register *R,vector<int> SingleTruePath)
{
for(int i = 0; i < SingleTruePath.size(); i++)
{
int RegisterKind = R->TERnodesList[SingleTruePath[i]]->RegisterKind;
if(RegisterKind == 1 || RegisterKind == 5 || RegisterKind == 4)/* 只有Lu要彻底设置已经访问 */
{
R->TERnodesList[SingleTruePath[i]]->inPort = true;
R->TERnodesList[SingleTruePath[i]]->isOccupied = true;
}
}
}
bool compLegal(int CGRAElmNum,Register *R,vector<int> sameSrcEdge, vector<int> tempTruePath)
{
int longlength;
int shortlength;
int length1 = sameSrcEdge.size();
int length2 = tempTruePath.size();
// cout<<"sameSrcEdge.size()="<<length1<<" "<<"tempTruePath.size()="<<length2<<endl;
if(length1 > length2)
{
longlength = length1;
shortlength = length2;
}
else
{
longlength = length2;
shortlength = length1;
}
// cout<<" i am here"<<endl;
// cout<<endl;
// cout<<"trueNode";
// for(int i = 0; i < tempTruePath.size(); i++ )
// {
// cout<<tempTruePath[i]<<" ";
// }
// cout<<endl;
// cout<<endl;
// cout<<"sameSrcEdge";
// for(int i = 0; i < sameSrcEdge.size(); i++ )
// {
// cout<<sameSrcEdge[i]<<" ";
// }
// cout<<endl;
/* 看该条已经布线的路径是否含Bank */
int cgraPE =CGRAElmNum;
int label =0;
// cout<<"tempTruePath[length2-1]="<<tempTruePath[length2-1]<<endl;
// cout<<"shortlength="<<shortlength<<endl;
for(int i = 0; i < shortlength ; i++ )
{
if(sameSrcEdge[i] != tempTruePath[i])
{
label = i;
// cout<<"i="<<i<<endl;
// cout<<"sameSrcEdge[i]="<<sameSrcEdge[i]<<" "<<"tempTruePath[i]="<<tempTruePath[i]<<endl;
break;
}
}
// cout<<"label"<<label<<endl;
// cout<<"length1-2="<<length1-2<<endl;
// cout<<"length2="<<length2<<endl
if(label != 0)
{
if(length1-2 > 0)
{
for(int i = label; i < length1-2 ; i++ )/* 已经布好的 */
{
for(int j = label; j < length2 ; j++ )
{
if(sameSrcEdge[i] == tempTruePath[j])
{
if(i-1 >=0)
{
// cout<<"sameSrcEdge[i]="<<sameSrcEdge[i]<<" "<<"tempTruePath[j]="<<tempTruePath[j]<<endl;
// cout<<"sameSrcEdge[i]="<<sameSrcEdge[i-1]<<" "<<"tempTruePath[j]="<<tempTruePath[j]<<endl;
/* 平面的PE不同 */
if((R->TERnodesList[sameSrcEdge[i-1]]->PE % cgraPE != R->TERnodesList[sameSrcEdge[i]]->PE%cgraPE) && (R->TERnodesList[tempTruePath[j-1]]->PE%cgraPE != R->TERnodesList[tempTruePath[j]]->PE%cgraPE ))
{
// cout<<"R->TERnodesList[sameSrcEdge[i-1]]->PE="<<R->TERnodesList[sameSrcEdge[i-1]]->PE<<" "<<" R->TERnodesList[tempTruePath[j-1]]->PE2="<< R->TERnodesList[sameSrcEdge[i]]->PE<<endl;
return false;
}
}
}
}
}
}
}
return true;
}
// bool shareisLegal(Register *R, int i,int *path,int srcTrueTime,vector<vector<int>> sameSrcEdge,vector<int> tempTruePath,int v )
// {
// }
bool isLegalShare(int CGRAElmNum,Register *R, int i,int *path,int srcTrueTime,vector<vector<int>> sameSrcEdge,vector<int> tempTruePath,int *inportNum,int *outportNum)
{
stack<int> q;/* 建立一个栈 */
int p = i; /* p用来遍历path数组获得路径点 */
// cout<<"p"<<p<<endl;
while(path[p]!=-1)
{
q.push(path[p]);
p = path[p];
}
// cout<<"temp"<<endl;
while(!q.empty())
{
int temp = q.top();
int tempTime = temp / R->RnodesNums;
/* temp是虚拟的点,要将其转换为真实的点 */
int trueNode = ( temp - (tempTime* R->RnodesNums) )+ ( (srcTrueTime + tempTime) * R->RnodesNums ) % (R->II * R->RnodesNums);
// cout<<temp<<" ";
// cout<<trueNode<<" ";
tempTruePath.push_back(trueNode);/*tempTruePath包含了所有路径了 */
q.pop();
}
int iTime = i / R->RnodesNums;
int truei = ( i - (iTime* R->RnodesNums) )+ ( (srcTrueTime + iTime) * R->RnodesNums ) % (R->II * R->RnodesNums);
tempTruePath.push_back(truei);
// cout<<"tempTruePath,.size()="<<tempTruePath.size()<<" "<<"truei="<<truei<<endl;
// cout<<endl;
// for(int i = 0; i < tempTruePath.size(); i++)
// {
// cout<<tempTruePath[i]<<" ";
// }
// cout<<endl;
/* tempTruePath放的就是当前真实的路径,少最后一个结果寄存器 */
/* 遍历前面已经布线的路径 */
bool isLegal = true;
// cout<<"sameSrcEdge.size()="<<sameSrcEdge.size()<<endl;
for(int i = 0; i < sameSrcEdge.size(); i++ )
{
isLegal = compLegal(CGRAElmNum,R,sameSrcEdge[i],tempTruePath);/* 会被覆盖 */
if(isLegal == false)
{
break;
}
// cout<<"isLegal"<<isLegal<<endl;
}
// cout<<"-----------------"<<endl;
/* 借楼写一个:判断当前v和前一个路径点之间的关系 */
/* 获得最后一个点的PE */
int vR = tempTruePath[tempTruePath.size()-1];
int vRpre = tempTruePath[tempTruePath.size()-2];
int vPE = R->TERnodesList[vR]->PE;
int vPEpre = R->TERnodesList[vRpre]->PE;
if(inportNum[vPE] <= 0 || outportNum[vPEpre]<=0 )
// if(inportNum[vPE] <= 0 )
{
isLegal = false;
}
// if( R->TERnodesList[vR]->time == R->TERnodesList[vPEpre]->time )
// {
// if(R->TERnodesList[vR]->usedBypass == true)
// {
// isLegal = false;
// }
// }
tempTruePath.clear();
return isLegal;
}
/* i之前的路径,v是是否可以添加的结点 */
/* TO DO :行不通 */
// void alterValue(GraphRegister *GR,int path[], int v, int i, int **&Graph)
// {
// stack<int> q;/* 建立一个栈 */
// int p = i; /* p用来遍历path数组获得路径点 */
// while(path[p]!=-1)compLegal
// {
// q.push(path[p]);
// p = path[p];
// }
// vector<int> tempPath;
// while(!q.empty())
// {
// int temp = q.top();
// tempPath.push_back(temp);
// q.pop();
// }
// int count = 0;
// for(int j = 0; j< tempPath.size();j++)
// {
// int temp = tempPath[j];
// int RegisterKind = GR->GraphnodesList[temp]->RegisterKind;
// if(RegisterKind == 3)/* 第一次出现的 */
// {
// count ++;
// }
// }
// if(count % 2 == 0 && Graph[v][i] != INF )/* 偶数 并且v,i间有边*/
// {
// Graph[v][i] = 100;
// }
// }
bool dijkstra(int CGRAElmNum,Dijk *dijk,Register *R,GraphRegister *GR,vector<int> &virtualCandidate,vector<int> &pathNode,vector<vector<int>> sameSrcEdge,vector<int> SingleTruePath,int *inportNum,int *outportNum)
// void dijkstra(Register *R,GraphRegister *GR,int latency,int virtualSrc,vector<int> &virtualCandidate,vector<int> &pathNode,int trueTRNum,int srcTrueTime,vector<vector<int>> sameSrcEdge,vector<int> SingleTruePath)
{
// cout<<"-----------------"<<endl;
/*定义 */
bool *known;
int *dist;
int *path;
int nodeNum = GR->GraphnodesNums;
// cout<<"nodeNum"<<nodeNum<<endl;
// cout<<"virtualCandidate.size()="<<virtualCandidate.size()<<endl;
// cout<<"nodeNum"<<nodeNum<<endl;
known = new bool[nodeNum];/* 是否已经访问,确定了最短路径的标志 */
memset(known, 0, nodeNum * sizeof(bool));
dist = new int[nodeNum];
memset(dist, 0, nodeNum * sizeof(int));/* 源点到当前点的距离 */
path = new int[nodeNum];
memset(path, 0, nodeNum * sizeof(int));/* 前驱节点 */
int **Graph = new int*[nodeNum]; //开辟行
for (int i = 0; i < nodeNum; i++)
Graph[i] = new int[nodeNum]; //开辟列
for (int i = 0; i < nodeNum; i++)/* 初始化为无穷大 */
for(int j = 0;j < nodeNum; j++)
Graph[i][j] = INF;
for (int i = 0; i < GR->GraphedgesList.size(); i++)
{
Graph[GR->GraphedgesList[i]->pre][GR->GraphedgesList[i]->pos] = GR->GraphedgesList[i]->value;
}
/* 初始化 */
// cout<<"dijk->latency="<<dijk->latency<<endl;
// cout<<"dijk->virtualSrc="<<dijk->virtualSrc<<endl;
for(int i = 0; i < nodeNum; ++i)
{
known[i] = false;/* 最开始所有点都没有被访问 */
/* 获得源点到所有点的代价 */
//dist[i] = GR->getEdgeCost(virtualSrc,i);
dist[i] = Graph[dijk->virtualSrc][i];
//path[i] = GR->graphHasEdge(virtualSrc,i) == true ? virtualSrc:-1;
path[i] = Graph[dijk->virtualSrc][i] < INF ? dijk->virtualSrc:-1;
}
known[dijk->virtualSrc] = true;
dist[dijk->virtualSrc] = 0;
path[dijk->virtualSrc] = -1;
// cout<<"dijk->virtualSrc="<<dijk->virtualSrc<<" "<<"dijk->virtualSrc="<<dijk->virtualSrc<<endl;
for(int j = 0; j < nodeNum-1 ;j++)
{
//找到unknown的dist最小的顶点
int v = 0;
int min = INF;
for(int i = 0; i < nodeNum; ++i){
if(!known[i] && (min > dist[i]))/* i没有知道最小的dist */
{
min = dist[i];
v = i;
}
}
known[v] = true;
//更新与v相邻所有顶点w的dist,path
for(int i = 0; i < nodeNum;i++){
if(!known[i] ){
if(dist[i] > dist[v] + Graph[v][i] && isUsedV(GR, path, v, dijk->trueTRNum) == false && isLegalShare(CGRAElmNum,R,v,path,dijk->srcTrueTime,sameSrcEdge,SingleTruePath,inportNum, outportNum) == true)
// if(dist[i] > dist[v] + Graph[v][i] && isUsedV(GR, path, v, dijk->trueTRNum) == false )
// if(dist[i] > dist[v] + Graph[v][i] )
// if(dist[i] > dist[v] + Graph[v][i] && isLegalShare(R,v,path,dijk->srcTrueTime,sameSrcEdge,SingleTruePath) == true)
{
dist[i] = dist[v] + Graph[v][i];
path[i] = v;
}
}
}
}
int minRegcost = INF;
int minReg = dijk->virtualSrc;
// cout<<"virtualCandidate="<<virtualCandidate[0]<<endl;
for(int i = 0; i < nodeNum; ++i)
{
if(known[i])/* 访问过的 */
{
if (dist[i] < minRegcost)
{
if(isIncludeCandidate(i,virtualCandidate) == true )
{
/* mini,找出mini*/
// cout<<"minReg"<<minReg<<endl;
minRegcost = dist[i];
minReg = i;
}
}
}
}
/* 将mini的路径读出,记在pathNode中 */
getPath(path, minReg,pathNode);
if(pathNode.size() == 0)
{
return false;
}
else
{
pathNode.push_back(minReg);
delete [] known;
delete [] dist;
delete [] path;
for (int m = 0; m < nodeNum; m++)
{
delete[] Graph[m];
// cout<<"i am here"<<endl;
}
delete[] Graph;
return true;
}
}
void setSrcRandRestLantency(Register *R, vector<int> &SingleTruePath,int &srcR,int latency,int &restLatency,int II)
{
SingleTruePath.clear();/* 不能共享的全部清除置0 */
restLatency = latency - SingleTruePath.size();/* 除掉共享的,剩余的长度 */
}
/* 同源的边一起布线
prenodeIndex:所有同源边的前驱
srcR:该前驱绑定的资源 */
void shareRoute(int CGRAElmNum,DFG *D, Register *R, int prenodeIndex, int srcR, int II, AllPath *allPathClass,int *inportNum,int *outportNum)
{
vector<DFGedge*> DFGedgeFromLoad = getEdgesFromBegin(D->DFGedgesList,prenodeIndex);/* 获得以该Node为源头的边 */
// cout<<"DFGedgeFromLoad.size()"<<DFGedgeFromLoad.size()<<endl;
sort(DFGedgeFromLoad.begin(),DFGedgeFromLoad.end(),comp); /* 将同源边根据latency的大小排一个序,小的在前 */
vector<int> SingleTruePath;/* 单条真实的路径 */
vector<vector<int>> sameSrcEdge; /* 已经布线了同源边 集合 */
for(int i = 0; i < DFGedgeFromLoad.size(); i++) /* 从小到大一条条布线 */
{
// cout<<"prenode="<<DFGedgeFromLoad[i]->prenode<<" posenode="<<DFGedgeFromLoad[i]->posnode<<" latency"<<DFGedgeFromLoad[i]->latency<<endl;
int posNode = DFGedgeFromLoad[i]->posnode;/* 边的后驱 */
int posnodeIndex = D->getIndex(posNode);/* 边的后驱索引 */
int latency = DFGedgeFromLoad[i]->latency;/* 当前边的总latency */
int restLatency = 0;
int desKind = D->getNodeKind(posNode); /* 获得DFG目标算子的种类 */
int desTime = D->getNodeModuleTime(posNode);/* 获得目的算子的折叠后的时间步 */
/* ----------------------确定在dijkstr算法的 srcR, restLatency(构建图,虚拟层数),目标点,已经存在的共享路径点 */
// cout<<"srcR = "<<srcR<<endl;
/* ------------ srcR, restLatency-------------- */
setSrcRandRestLantency(R, SingleTruePath,srcR,latency,restLatency,II);
// cout<<"srcR = "<<srcR<<endl;
/* ------------目标点-------------------------- */
vector<int> candidataR;/* 存放真实的目的点集合 */
if(D->DFGnodesList[posnodeIndex]->isBind == false)/* 没有被绑定 */
{
if(desKind == 0)/* 否则就是普通的计算算子 */ /* 需要放在真实结果寄存器中 */
{
// cout<<"desTime="<<desTime<<endl;
R->getResultRSet(desTime,candidataR);
// cout<<"candidataR.size()="<<candidataR.size()<<endl;
// cout<<"candidataR[0]="<<candidataR[0]<<endl;
}
else if(desKind == 1)/* Load算子 */
{
R->getLURSet(desTime,candidataR);
// cout<<"candidataR.size()="<<candidataR.size()<<endl;
}
}
else/* 绑定过了的 */
{
int des = D->DFGnodesList[posnodeIndex]->bindResource;
// cout<<"des="<<des<<endl;
R->TERnodesList[des]->inPort = false;/* 防止因为设置过已经访问,而无法再到达Result */
if(des-1 > 0)
{
R->TERnodesList[des-1]->inPort = false;/* 防止因为设置过已经访问,而无法再到达FU */
}
candidataR.push_back(des);/* des是结果寄存器 */
}
// cout<<"srcR="<<srcR<<endl;
int srcTrueTime = R->TERnodesList[srcR]->time;/* 当前源点所在的真实层数 */
/* -------------构建虚拟图来寻路------------------------ */
GraphRegister *GR = new GraphRegister(CGRAElmNum,restLatency + 1, R, srcTrueTime, II);/* latency+1层 */
/* -----------------------为dijkstr准备参数-------------------------- */
/* 将srcR真实的,转为虚拟的,虚拟的在第一层 */
int virtualSrc = srcR % R->RnodesNums;
// cout<<"virtualSrc="<<virtualSrc<<endl;
/* 将candidataR真实的,也转为虚拟的,层数在虚拟的最后一层 */
vector<int> virtualCandidate;
for(int m = 0; m < candidataR.size(); m++)
{
int virtualDes = candidataR[m] % R->RnodesNums + restLatency * R->RnodesNums;
virtualCandidate.push_back(virtualDes);
// cout<<"candidatashareRouteR[m]="<<candidataR[m]<<endl;
}
vector<int> SingleVirtualPath;/* 存放在单条虚拟的在dijkstr算法的路径,可能是不完整路径 */
Dijk *dijk = new Dijk();
/* 创建dijstra传入参数的类 */
dijk->latency = restLatency;
dijk->virtualSrc = virtualSrc;
dijk->trueTRNum = R->TERnodesNums;
dijk->srcTrueTime = srcTrueTime;
dijk->nodeDesKind = desKind;
bool dijSuccess = false;
// cout<<"restLatency="<<restLatency<<endl;
dijSuccess = dijkstra(CGRAElmNum,dijk,R,GR,virtualCandidate,SingleVirtualPath,sameSrcEdge,SingleTruePath,inportNum,outportNum);/* 将candidataR传入,i/92 == latency,代表最后一层,并且它在candidaeR里就比较*/
// cout<<"dijSuccess="<<dijSuccess<<endl;
if(dijSuccess == false)
{
cout<<"#################################"<<endl;
cout<<"dijkstra short can't find path"<<endl;
cout<<"#################################"<<endl;
}
delete dijk;
// cout<<"virtual:"<<endl;
for(int m = 0; m < SingleVirtualPath.size(); m++)
{
int count = 0;
int virtualTime = SingleVirtualPath[m] / R->RnodesNums;
// cout<<SingleVirtualPath[m]<<" ";
int TruePath = ( SingleVirtualPath[m] - (virtualTime * R->RnodesNums) )+ ( (srcTrueTime + virtualTime) * R->RnodesNums ) % (II * R->RnodesNums);
int kind = R->TERnodesList[TruePath]->RegisterKind;
SingleTruePath.push_back(TruePath);/* 将在dijkstra算法中找的部分路径转为真实的路径添加到全部路径中去 */
}
// cout<<endl;
/* 单条真实的布好的线 */
// showPath(R,SingleTruePath,II);
/* 创建一个Path对象,将vector的数据复制 */
Path* path = new Path();
path->DFGpre = prenodeIndex;
path->DFGpos = posNode;
path->point = SingleTruePath;
path->latency = latency;
allPathClass->PathsList.push_back(path);/* 总路线 */
sameSrcEdge.push_back(SingleTruePath);/* 只包含同源路线 */
/* if SingleTruePath是最后一条了,在这里设置访问,*/
/* to do:设置为已经访问,主要是ld,su. bank,PE内的寄存器都暂时不需要 */
if( i == DFGedgeFromLoad.size() - 1)
{
setVisited(R,SingleTruePath);
}
delete GR;/* 某条边已经布好线了 */
int lastnodeInPath = SingleTruePath[SingleTruePath.size() - 1];/* 这个是结果寄存器或SU */
// cout<<"lastnodeInPath="<<lastnodeInPath<<endl;
// cout<<"posnodeIndex="<<posnodeIndex<<endl;
if(desKind == 0)
{
R->TERnodesList[lastnodeInPath-1]->inPort = true;
}
R->TERnodesList[lastnodeInPath]->inPort = true;
R->TERnodesList[lastnodeInPath]->isOccupied = true;
D->DFGnodesList[posnodeIndex]->bindResource = lastnodeInPath;
// cout<<"posnodeIndex="<<posnodeIndex<<" "<<"D->DFGnodesList[posnodeIndex]->bindResource ="<<D->DFGnodesList[posnodeIndex]->bindResource <<endl;
D->DFGnodesList[posnodeIndex]->isBind = true;
SingleVirtualPath.clear();
candidataR.clear();
SingleTruePath.clear();
}//for:同源的边
/* 同源的布完线后,重新设置一下TERegister的访问。pe1->pe2的边,pe2经历过从外面得到数据,因此入PE2的外界边的权值都要设为infine */
/* 遍历每一条同源的路径,如果是PE-PE,就要将 TERegister对应的点的属性设置一下*/
// sameSrcEdge vector<vector<int>> sameSrcEdge;
// cout<<"-----***********------------------"<<endl;
/* 不是粗暴的将某个寄存器设为不能访问,因为它可能还能旁路 */
int CGRAnum = CGRAElmNum;
map<int, int> m1;
for(int i = 0; i < sameSrcEdge.size(); i++)/* 同源的所有长依赖 */
{
for(int j = 0; j < sameSrcEdge[i].size() - 1; j++)/* */
{
int node1 = sameSrcEdge[i][j];
int node2 = sameSrcEdge[i][j+1];
int node1PE = R->TERnodesList[node1]->PE;
int node2PE = R->TERnodesList[node2]->PE;
/* to do:将node1和node2同时设置为已经访问,map */
if(m1.count(node1)==0 || m1.count(node2)==0)
{
m1.insert ( pair <int, int> ( node1, node2 ) );
if(R->TERnodesList[node1]->RegisterKind == 0 && R->TERnodesList[node2]->RegisterKind == 0 )/* 普通寄存器-》普通寄存器 */
{
if(node1PE % CGRAnum != node2PE % CGRAnum )/* 数据传出去了 */
{
/* 获得当前的PE */
inportNum[node2PE]--;/* 输入端口减1 */
outportNum[node1PE]--;/* 输出端口减1 */
}
}
if(R->TERnodesList[node1]->RegisterKind == 5 && R->TERnodesList[node2]->RegisterKind == 0 )/* 普通寄存器-》普通寄存器 */
{
if(node1PE % CGRAnum != node2PE % CGRAnum )/* 数据传出去了 */
{
/* 获得当前的PE */
inportNum[node2PE]--;/* 输入端口减1 */
outportNum[node1PE]--;/* 输出端口减1 */
}
}
if(R->TERnodesList[node1]->RegisterKind == 1 && R->TERnodesList[node2]->RegisterKind == 0 )/* LU-》普通寄存器 */
{
inportNum[node2PE]--;/* 输入端口减1 */
}
if(R->TERnodesList[node1]->RegisterKind == 0 && R->TERnodesList[node2]->RegisterKind == 2 )/* 普通寄存器-->SU */
{
outportNum[node1PE]--;/* 输出端口减1 */
}
if(R->TERnodesList[node1]->RegisterKind == 0 && R->TERnodesList[node2]->RegisterKind == 1 )/* 普通寄存器-->LU */
{
outportNum[node1PE]--;/* 输出端口减1 */
}
}
else
{
continue;
}
// processPEPort(node1,node2,R);
/* 可能会被重复的减 */
/* lu->pe,其实这个Pe还可以用
PE内部流动也可以不能用了。 */
/* */
if((R->TERnodesList[node1]->time == R->TERnodesList[node2]->time) && R->TERnodesList[node2]->RegisterKind == 0)/* PE内寄存器 */
{
// cout<<"node1=" <<node1 <<" " <<"node2=" <<node2 <<endl;
R->TERnodesList[node2]->usedBypass = true;
}
else if((R->TERnodesList[node1]->time != R->TERnodesList[node2]->time) && R->TERnodesList[node2]->RegisterKind == 0)
{
R->TERnodesList[node2]->usedTimeTrans = true;
}
if(R->TERnodesList[node2]->usedBypass && R->TERnodesList[node2]->usedTimeTrans)
{