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Commit 5d4d8dff authored by Denis Louis's avatar Denis Louis
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openMP modif

parent 9736bb32
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......@@ -11,7 +11,10 @@ int main(int argc, char **argv)
return 0;
}
double start = omp_get_wtime();
int nthreads = omp_get_max_threads();
gmsh::initialize();
omp_set_num_threads(nthreads);
gmsh::open(argv[1]);
gmsh::model::mesh::generate(2);
......
......@@ -377,6 +377,7 @@ void computeElementData(std::vector<std::vector<std::vector<std::vector<double>>
phi[i][j].resize(domainElementTags[i][j].size());
electricField[i][j].resize(domainElementTags[i][j].size());
gmsh::model::mesh::getBarycenters(domainElementTypes[i][j], domainEntityTags[i], false, false, barycenters);
#pragma omp parallel for schedule(static)
for(size_t k = 0; k < domainElementTags[i][j].size(); k++)
{
double x = barycenters[3*k];
......@@ -386,55 +387,44 @@ void computeElementData(std::vector<std::vector<std::vector<std::vector<double>>
double gradPhiX = 0;
double gradPhiY = 0;
#pragma omp parallel shared(currentPhi, gradPhiX, gradPhiY)
double localCurrentPhi = 0;
double localGradPhiX = 0;
double localGradPhiY = 0;
double h, hX, hY;
double g, gX, gY;
for(std::size_t el = 0; el < elementVector.size(); el++)
{
double localCurrentPhi = 0;
double localGradPhiX = 0;
double localGradPhiY = 0;
double h, hX, hY;
double g, gX, gY;
#pragma omp for schedule(guided)
for(std::size_t el = 0; el < elementVector.size(); el++)
if(computePhi)
{
if(computePhi)
{
h = computeAnalyticalH(x, y, elementVector[el]);
if(!solutionType)
g = computeNumericalG(x, y, elementVector[el], integrationType);
else
g = computeAnalyticalG(x, y, elementVector[el]);
h = computeAnalyticalH(x, y, elementVector[el]);
if(!solutionType)
g = computeNumericalG(x, y, elementVector[el], integrationType);
else
g = computeAnalyticalG(x, y, elementVector[el]);
localCurrentPhi += h*elementVector[el].bcValue[0] - g*elementVector[el].bcValue[1];
localCurrentPhi += h*elementVector[el].bcValue[0] - g*elementVector[el].bcValue[1];
}
if(computeElectricField)
{
if(!solutionType)
{
hX = computeNumericalGradHx(x, y, elementVector[el], integrationType);
gX = computeNumericalGradGx(x, y, elementVector[el], integrationType);
hY = computeNumericalGradHy(x, y, elementVector[el], integrationType);
gY = computeNumericalGradGy(x, y, elementVector[el], integrationType);
}
if(computeElectricField)
else
{
if(!solutionType)
{
hX = computeNumericalGradHx(x, y, elementVector[el], integrationType);
gX = computeNumericalGradGx(x, y, elementVector[el], integrationType);
hY = computeNumericalGradHy(x, y, elementVector[el], integrationType);
gY = computeNumericalGradGy(x, y, elementVector[el], integrationType);
}
else
{
hX = computeAnalyticalGradHx(x, y, elementVector[el]);
gX = computeAnalyticalGradGx(x, y, elementVector[el]);
hY = computeAnalyticalGradHy(x, y, elementVector[el]);
gY = computeAnalyticalGradGy(x, y, elementVector[el]);
}
localGradPhiX += hX*elementVector[el].bcValue[0] - gX*elementVector[el].bcValue[1];
localGradPhiY += hY*elementVector[el].bcValue[0] - gY*elementVector[el].bcValue[1];
hX = computeAnalyticalGradHx(x, y, elementVector[el]);
gX = computeAnalyticalGradGx(x, y, elementVector[el]);
hY = computeAnalyticalGradHy(x, y, elementVector[el]);
gY = computeAnalyticalGradGy(x, y, elementVector[el]);
}
}
#pragma omp critical
{
currentPhi += localCurrentPhi;
gradPhiX += localGradPhiX;
gradPhiY += localGradPhiY;
localGradPhiX += hX*elementVector[el].bcValue[0] - gX*elementVector[el].bcValue[1];
localGradPhiY += hY*elementVector[el].bcValue[0] - gY*elementVector[el].bcValue[1];
}
}
......
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