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DFG.cpp
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239 lines (200 loc) · 5.44 KB
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#include "CGRA.h"
#include "DFG.h"
#include "config.h"
#include "tool.h"
//#define childNum 4/* 待改为google形式 */
using namespace std;
DECLARE_string(dfg_file);
DFG::~DFG()
{
for (auto node : DFGnodesList)
{
delete node;
}
for (auto edge : DFGedgesList)
{
delete edge;
}
}
DFGnode::DFGnode()
{
}
DFGedge::DFGedge(const DFGedge* edge)
{
this->prenode = edge->prenode;
this->posnode = edge->posnode;
this->dif = edge->dif;
this->latency = edge->latency;
this->isRoute = edge->isRoute;
this->edgeorder = edge->edgeorder;
}
DFGedge::DFGedge()
{
}
DFG::DFG(int II, int childNum)
{
int i, j, k;
vector<vector<int>> DFG_node;
int lines = ReadDataFromFileLBLIntoString(DFG_node);
numDFGnodes = lines;
int count_nodes = 0;
// for (int i = 0; i < DFG_node.size(); ++i) {
// for (int j = 0; j < DFG_node[i].size(); j++){
// cout << DFG_node[i][j] << ",";
// }
// cout << endl;
// }
for (int i = 0; i < DFG_node.size(); i++){
DFGnode *node = new DFGnode();
node->nodelabel = DFG_node[i][0];/* DFG编号,从0开始 */
node->nodelevel = DFG_node[i][1];/* DFG算子折叠后的时间步,从0开始 */
node->oldlevel = DFG_node[i][1];/* DFG算子的时间步,从0开始 */
node->kind = DFG_node[i][2];/* DFG算子的种类,0为普通算子,1为load算子,2为store算子 */
node->bindResource = -1;
node->isBind = false;
node->isRoute = false;
DFGnodesList.push_back(node);
// cout<<node->loadNo<< " ";
count_nodes ++;
}
// cout<<endl;
int edge_count = 0;
for (int i = 0; i < DFG_node.size(); i++){
int current_node_order = DFG_node[i][0];
int child[childNum]={0};
int childDif[childNum]={0};
for (int j = 0; j < childNum; j++)
{
child[j] = DFG_node[i][3 + j];
childDif[j] = DFG_node[i][3 + childNum + j];
}
for (int l = 0; l < childNum; l++){
if(child[l] != -1){/* 因为编号从0开始,所以-1表示不是孩子 */
DFGedge *edge = new DFGedge();
edge->edgeorder = edge_count;
edge->prenode = current_node_order;
edge->posnode = child[l];
edge->dif = childDif[l];
/* 为每条边赋值 latency */
int la = edge->dif * II + abs(getNodeTime(edge->posnode) - getNodeTime(edge->prenode));
edge->latency = la;
DFGedgesList.push_back(edge);
edge_count ++;
}
}
}
numDFGedges = edge_count;
int numedges = numDFGedges;
int longcount = 0;
for (int i = 0; i < numDFGedges; i++)
{
if(DFGedgesList[i]->latency > 1)
{
longcount ++;
}
//cout<<DFGedgesList[i]->edgeorder<<" "<<DFGedgesList[i]->prenode<<" "<<DFGedgesList[i]->posnode<<" "<<DFGedgesList[i]->dif<<" "<<endl;
}
cout<<"the number of long latency:"<<longcount<<endl;
}
int DFG:: getIndex(int nodeLabel)
{
vector<DFGnode*> nodesList = this->DFGnodesList;
for (int i = 0;i<nodesList.size();i++)
{
if (nodesList[i]->nodelabel == nodeLabel)
{
return i;
}
}
return -1;
}
bool DFG::DFGgraphHasEdge(size_t begin, size_t end)
{
bool flag = false;
vector<DFGedge*> edges = this->DFGedgesList;
for (auto edge : edges)
{
if (edge->prenode == begin && edge->posnode == end)
{
flag = true;
break;
}
}
return flag;
}
int DFG:: getNodeTime(int nodeLabel)
{
vector<DFGnode*> nodesList = this->DFGnodesList;
for (auto node : nodesList)
{
if (node->nodelabel == nodeLabel)
{
return node->oldlevel;
}
}
return -1;
}
int DFG:: getNodeModuleTime(int nodeLabel)
{
vector<DFGnode*> nodesList = this->DFGnodesList;
for (auto node : nodesList)
{
if (node->nodelabel == nodeLabel)
{
return node->nodelevel;
}
}
return -1;
}
int DFG::getNodeKind(int nodeLabel)
{
vector<DFGnode*> nodesList = this->DFGnodesList;
for (auto node : nodesList)
{
if (node->nodelabel == nodeLabel)
{
return node->kind;
}
}
return -1;
}
void DFG::CreatMDFG(int II){
for(int i = 0; i <this->numDFGnodes; i++)
{
this->DFGnodesList[i]->nodelevel = this->DFGnodesList[i]->nodelevel % II;
}
}
int DFG::Constraint_Level(int II){
int i;
int LoadNum[II]={0};/* 每一层的Load都为0 */
int SUNum[II]={0};/* 每一层的store算子都为0 */
int PENum[II]={0};/* 每一层的普通算子都为0 */
int flag;
flag = -1;
for(i = 0; i < this->numDFGnodes; i++)/* 遍历所有的DFG节点 */
{
if(this->DFGnodesList[i]->kind == 0)/* 普通算子 */
{
PENum[this->DFGnodesList[i]->nodelevel] ++;
}
else if(this->DFGnodesList[i]->kind == 1)/* load算子 */
{
LoadNum[this->DFGnodesList[i]->nodelevel] ++;
}
else if(this->DFGnodesList[i]->kind == 2)/* store算子 */
{
SUNum[this->DFGnodesList[i]->nodelevel] ++;
}
}
// for(i = 0; i < II; i++)
// {
// if(PENum[i] > 16 || LoadNum[i] > 4 || SUNum[i]>4 )
// {
// flag = i;
// printf("The %d Level of the DFG cannot meet the constrait! \n", flag);
// printf("*****************************************************************************\n");
// break;
// }
// }
return flag;
}