int main() {
//malha geometrica
TPZGeoMesh *firstmesh = new TPZGeoMesh;
firstmesh->SetName("Malha Geometrica : Nós e Elementos");
firstmesh->NodeVec().Resize(4);
TPZVec<REAL> coord(2),coordtrans(2);
REAL ct,st,PI=3.141592654;
cout << "\nEntre rotacao do eixo n1 (graus) -> ";
REAL g;
cin >> g;
g = g*PI/180.;
ct = cos(g);
st = sin(g);
//ct = 1.;
//st = 0.;
coord[0] = 0;
coord[1] = 0;
coordtrans[0] = ct*coord[0]-st*coord[1];
coordtrans[1] = st*coord[0]+ct*coord[1];
//nos geometricos
firstmesh->NodeVec()[0].Initialize(coordtrans,*firstmesh);
coord[0] = 5;
coordtrans[0] = ct*coord[0]-st*coord[1];
coordtrans[1] = st*coord[0]+ct*coord[1];
firstmesh->NodeVec()[1].Initialize(coordtrans,*firstmesh);
coord[0] = 5;
coord[1] = 5;
coordtrans[0] = ct*coord[0]-st*coord[1];
coordtrans[1] = st*coord[0]+ct*coord[1];
firstmesh->NodeVec()[2].Initialize(coordtrans,*firstmesh);
coord[0] = 0;
coordtrans[0] = ct*coord[0]-st*coord[1];
coordtrans[1] = st*coord[0]+ct*coord[1];
firstmesh->NodeVec()[3].Initialize(coordtrans,*firstmesh);
/*
TPZVec<int> nodeindexes(3);
nodeindexes[0] = 0;
nodeindexes[1] = 1;
nodeindexes[2] = 2;
//elementos geometricos
TPZGeoElT2d *elg0 = new TPZGeoElT2d(nodeindexes,1,*firstmesh);
nodeindexes[0] = 0;
nodeindexes[1] = 2;
nodeindexes[2] = 3;
TPZGeoElT2d *elg1 = new TPZGeoElT2d(nodeindexes,1,*firstmesh);
nodeindexes[0] = 0;
nodeindexes[1] = 1;
nodeindexes[2] = 2;
TPZGeoElT2d *elg2 = new TPZGeoElT2d(nodeindexes,2,*firstmesh);
nodeindexes[0] = 0;
nodeindexes[1] = 2;
nodeindexes[2] = 3;
TPZGeoElT2d *elg3 = new TPZGeoElT2d(nodeindexes,2,*firstmesh);
*/
TPZVec<int> nodeindexes(4);
nodeindexes[0] = 0;
nodeindexes[1] = 1;
nodeindexes[2] = 2;
nodeindexes[3] = 3;
//elementos geometricos
TPZGeoEl *elg0 = new TPZGeoElQ2d(nodeindexes,1,*firstmesh);
TPZGeoEl *elg1 = new TPZGeoElQ2d(nodeindexes,2,*firstmesh);
TPZGeoEl *elg2 = new TPZGeoElQ2d(nodeindexes,3,*firstmesh);
//Arquivos de saida
ofstream outgm1("outgm1.dat");
ofstream outcm1("outcm1.dat");
ofstream outcm2("outcm2.dat");
//montagem de conectividades entre elementos
firstmesh->BuildConnectivity();
//malha computacional
TPZCompMesh *secondmesh = new TPZCompMesh(firstmesh);
secondmesh->SetName("Malha Computacional : Conectividades e Elementos");
//material
TPZMaterial *pl = LerMaterial("placa1.dat");
secondmesh->InsertMaterialObject(pl);
pl = LerMaterial("placa2.dat");
secondmesh->InsertMaterialObject(pl);
pl = LerMaterial("placa3.dat");
secondmesh->InsertMaterialObject(pl);
//CC : condicões de contorno
TPZBndCond *bc;
REAL big = 1.e12;
TPZFMatrix val1(6,6,0.),val2(6,1,0.);
val1(0,0)=big;
val1(1,1)=big;
val1(2,2)=big;
val1(3,3)=0.;
val1(4,4)=0.;
val1(5,5)=0.;
TPZGeoElBC(elg0,5,-2,*firstmesh);
bc = pl->CreateBC(-2,2,val1,val2);
secondmesh->InsertMaterialObject(bc);
TPZGeoElBC(elg0,6,-3,*firstmesh);
bc = pl->CreateBC(-3,2,val1,val2);
secondmesh->InsertMaterialObject(bc);
val1(0,0)=0.;
val1(1,1)=big;
val1(2,2)=0.;
val1(3,3)=big;
val1(4,4)=0.;
val1(5,5)=0.;
TPZGeoElBC(elg0,4,-1,*firstmesh);
bc = pl->CreateBC(-1,2,val1,val2);
secondmesh->InsertMaterialObject(bc);
val1(0,0)=big;
val1(1,1)=0.;
val1(2,2)=0.;
val1(3,3)=0.;
val1(4,4)=big;
val1(5,5)=0.;
TPZGeoElBC(elg0,7,-4,*firstmesh);
bc = pl->CreateBC(-4,2,val1,val2);
secondmesh->InsertMaterialObject(bc);
//ordem de interpolacao
int ord;
cout << "Entre ordem 1,2,3,4,5 : ";
cin >> ord;
// TPZCompEl::gOrder = ord;
cmesh.SetDefaultOrder(ord);
//construção malha computacional
TPZVec<int> csub(0);
TPZManVector<TPZGeoEl *> pv(4);
int n1=1,level=0;
cout << "\nDividir ate nivel ? ";
int resp;
cin >> resp;
int nelc = firstmesh->ElementVec().NElements();
int el;
TPZGeoEl *cpel;
for(el=0;el<firstmesh->ElementVec().NElements();el++) {
cpel = firstmesh->ElementVec()[el];
if(cpel && cpel->Level() < resp)
cpel->Divide(pv);
}
//analysis
secondmesh->AutoBuild();
secondmesh->AdjustBoundaryElements();
secondmesh->InitializeBlock();
secondmesh->Print(outcm1);
TPZAnalysis an(secondmesh,outcm1);
int numeq = secondmesh->NEquations();
secondmesh->Print(outcm1);
outcm1.flush();
TPZVec<int> skyline;
secondmesh->Skyline(skyline);
TPZSkylMatrix *stiff = new TPZSkylMatrix(numeq,skyline);
an.SetMatrix(stiff);
an.Solver().SetDirect(ECholesky);
secondmesh->SetName("Malha Computacional : Connects e Elementos");
// Posprocessamento
an.Run(outcm2);
TPZVec<char *> scalnames(5);
scalnames[0] = "Mn1";
scalnames[1] = "Mn2";
scalnames[2] = "Sign1";
scalnames[3] = "Sign2";
scalnames[4] = "Deslocz";
TPZVec<char *> vecnames(0);
char plotfile[] = "placaPos.pos";
char pltfile[] = "placaView.plt";
an.DefineGraphMesh(2, scalnames, vecnames, plotfile);
an.Print("FEM SOLUTION ",outcm1);
an.PostProcess(2);
an.DefineGraphMesh(2, scalnames, vecnames, pltfile);
an.PostProcess(2);
firstmesh->Print(outgm1);
outgm1.flush();
delete secondmesh;
delete firstmesh;
return 0;
}
TPZCompMesh *TPZAdaptMesh::CreateCompMesh (TPZCompMesh *mesh, //malha a refinar
TPZVec<TPZGeoEl *> &gelstack, //
TPZVec<int> &porders) {
//Cria um ponteiro para a malha geom�trica de mesh
TPZGeoMesh *gmesh = mesh->Reference();
if(!gmesh) {
cout << "TPZAdaptMesh::CreateCompMesh encountered no geometric mesh\n";
return 0;
}
//Reseta as refer�ncias do ponteiro para a malha geom�trica criada
//e cria uma nova malha computacional baseada nesta malha geom�trica
gmesh->ResetReference();
TPZCompMesh *cmesh = new TPZCompMesh(gmesh);
// int nmat = mesh->MaterialVec().size();
// int m;
//Cria um clone do vetor de materiais da malha mesh
mesh->CopyMaterials(*cmesh);
/* for(m=0; m<nmat; m++) {
TPZMaterial * mat = mesh->MaterialVec()[m];
if(!mat) continue;
mat->Clone(cmesh->MaterialVec());
}
*/
//Idenifica o vetor de elementos computacionais de mesh
// TPZAdmChunkVector<TPZCompEl *> &elementvec = mesh->ElementVec();
int el,nelem = gelstack.NElements();
// cmesh->SetName("Antes PRefine");
// cmesh->Print(cout);
for(el=0; el<nelem; el++) {
//identifica os elementos geom�tricos passados em gelstack
TPZGeoEl *gel = gelstack[el];
if(!gel) {
cout << "TPZAdaptMesh::CreateCompMesh encountered an null element\n";
continue;
}
long celindex;
//Cria um TPZIntel baseado no gel identificado
TPZInterpolatedElement *csint;
csint = dynamic_cast<TPZInterpolatedElement *> (cmesh->CreateCompEl(gel,celindex));
if(!csint) continue;
//Refina em p o elemento criado
// cmesh->SetName("depois criar elemento");
// cmesh->Print(cout);
csint->PRefine(porders[el]);
// cmesh->SetName("depois prefine no elemento");
// cmesh->Print(cout);
}
#ifndef CLONEBCTOO
nelem = gmesh->NElements();
for (el=0; el<nelem; el++) {
TPZGeoEl *gel = gmesh->ElementVec()[el];
if (!gel || gel->Reference()) {
continue;
}
int matid = gel->MaterialId();
if (matid < 0) {
TPZStack<TPZCompElSide> celstack;
int ns = gel->NSides();
TPZGeoElSide gelside(gel,ns-1);
gelside.HigherLevelCompElementList2(celstack, 1, 1);
if (celstack.size()) {
TPZStack<TPZGeoEl *> subels;
gel->Divide(subels);
}
}
}
nelem = gmesh->NElements();
for (el=0; el<nelem; el++) {
TPZGeoEl *gel = gmesh->ElementVec()[el];
if (!gel || gel->Reference()) {
continue;
}
int matid = gel->MaterialId();
if (matid < 0) {
TPZStack<TPZCompElSide> celstack;
int ns = gel->NSides();
TPZGeoElSide gelside(gel,ns-1);
gelside.EqualLevelCompElementList(celstack, 1, 0);
if (celstack.size()) {
long index;
cmesh->CreateCompEl(gel, index);
}
}
}
#endif
//Mais einh!!
// cmesh->SetName("Antes Adjust");
// cmesh->Print(cout);
cmesh->AdjustBoundaryElements();
// cmesh->SetName("Depois");
// cmesh->Print(cout);
return cmesh;
}
// Output as Mathematica format
void OutputMathematica(std::ofstream &outMath,int var,int pointsByElement,TPZCompMesh *cmesh) {
int i, j, k, nnodes;
int nelem = cmesh->ElementVec().NElements();
int dim = cmesh->Dimension(); // Dimension of the model
REAL w;
if(var-1 < 0) var = 1;
// Map to store the points and values
map<REAL,TPZVec<REAL> > Graph;
TPZVec<REAL> tograph(4,0.);
map<TPZVec<REAL>,REAL> Graphics;
for(i=0;i<nelem;i++) {
TPZCompEl *cel = cmesh->ElementVec()[i];
TPZGeoEl *gel = cel->Reference();
TPZInterpolationSpace * sp = dynamic_cast <TPZInterpolationSpace*>(cel);
int nstates = cel->Material()->NStateVariables();
// If var is higher than nstates of the element, go to next element
if(var > nstates)
continue;
TPZVec<REAL> qsi(3,0.), sol(nstates,0.), outfem(3,0.);
nnodes = gel->NNodes();
if(pointsByElement < nnodes) pointsByElement = nnodes;
for(j=0;j<gel->NNodes();j++) {
// Get corners points to compute solution on
gel->CenterPoint(j,qsi);
sp->Solution(qsi,0,sol);
cel->Reference()->X(qsi,outfem);
// Jointed point coordinates and solution value on
for(k=0;k<3;k++) tograph[k] = outfem[k];
tograph[k] = sol[var-1];
Graph.insert(pair<REAL,TPZVec<REAL> >(outfem[0],tograph));
Graphics.insert(pair<TPZVec<REAL>,REAL>(outfem,sol[var-1]));
// If cel is point gets one point value
if(cel->Type() == EPoint) {
break;
}
}
// If cel is point gets one point value
if(cel->Type() == EPoint) continue;
// Print another points using integration points
TPZIntPoints *rule = NULL;
int order = 1, npoints = 0;
while(pointsByElement-(npoints+nnodes) > 0) {
if(rule) delete rule; // Cleaning unnecessary allocation
int nsides = gel->NSides();
// Get the integration rule to compute internal points to print, not to print
rule = gel->CreateSideIntegrationRule(nsides-1,order);
if(!rule) break;
npoints = rule->NPoints();
order += 2;
}
for(j=0;j<npoints;j++) {
// Get integration points to get internal points
rule->Point(j,qsi,w);
sp->Solution(qsi,0,sol);
cel->Reference()->X(qsi,outfem);
// Jointed point coordinates and solution value on
for(k=0;k<3;k++) tograph[k] = outfem[k];
tograph[k] = sol[var-1];
Graph.insert(pair<REAL,TPZVec<REAL> >(outfem[0],tograph));
Graphics.insert(pair<TPZVec<REAL>,REAL>(outfem,sol[var-1]));
}
}
// Printing the points and values into the Mathematica file
outMath << "Saida = { ";
// Formatting output
outMath << fixed << setprecision(10);
if(dim<2) {
map<REAL,TPZVec<REAL> >::iterator it;
for(it=Graph.begin();it!=Graph.end();it++) {
if(it!=Graph.begin()) outMath << ",";
outMath << "{";
for(j=0;j<dim;j++)
outMath << (*it).second[j] << ",";
outMath << (*it).second[3] << "}";
}
outMath << "};" << std::endl;
// Choose Mathematica command depending on model dimension
outMath << "ListPlot[Saida,Joined->True]"<< endl;
}
else {
map<TPZVec<REAL>,REAL>::iterator it;
for(it=Graphics.begin();it!=Graphics.end();it++) {
if(it!=Graphics.begin()) outMath << ",";
outMath << "{";
for(j=0;j<dim;j++)
outMath << (*it).first[j] << ",";
outMath << (*it).second << "}";
}
outMath << "};" << std::endl;
outMath << "ListPlot3D[Saida]"<< endl;
}
}
void TPZAdaptMesh::BuildReferencePatch() {
// the fGeoRef elements are a partition of the computational domain (should be)
// create a computational element based on each reference element
TPZGeoMesh *gmesh = fReferenceCompMesh->Reference();
gmesh->ResetReference();
TPZCompMesh *tmpcmesh = new TPZCompMesh (gmesh);
int i,j;
for (i=0;i<fGeoRef.NElements();i++){
long index;
tmpcmesh->CreateCompEl(fGeoRef[i],index);
}
tmpcmesh->CleanUpUnconnectedNodes();
tmpcmesh->ExpandSolution();
TPZStack <long> patchelindex;
TPZStack <TPZGeoEl *> toclonegel;
TPZStack<long> elgraph;
TPZVec<long> n2elgraph;
TPZVec<long> n2elgraphid;
TPZVec<long> elgraphindex;
tmpcmesh->GetNodeToElGraph(n2elgraph,n2elgraphid,elgraph,elgraphindex);
// we use the node to elgraph structure to decide which elements will be included
int clnel = tmpcmesh->NElements();
// clnel corresponds to the number of patches
// fPatch and fPatchIndex form a compacted list which form the patches.
// Boundary elements will be added to each patch.
fPatchIndex.Push(0);
for (int ipatch=0; ipatch<clnel; ipatch++){
tmpcmesh->GetElementPatch(n2elgraph,n2elgraphid,elgraph,elgraphindex,ipatch,patchelindex);
for (j=0; j<patchelindex.NElements(); j++){
TPZGeoEl *gel = tmpcmesh->ElementVec()[patchelindex[j]]->Reference();
// int count = 0;
if(gel) fPatch.Push(gel);
}
int sum = fPatch.NElements();
fPatchIndex.Push(sum);
}
#ifdef DEBUG2
// CAJU TOOL
{
std::string filename("cMeshVtk.");
{
std::stringstream finalname;
finalname << filename << 0 << ".vtk";
ofstream file(finalname.str().c_str());
/** @brief Generate an output of all geometric elements that have a computational counterpart to VTK */
//static void PrintCMeshVTK(TPZGeoMesh *gmesh, std::ofstream &file, bool matColor = false);
TPZVTKGeoMesh::PrintCMeshVTK(gmesh,file,true);
}
for (int ip=0; ip<clnel; ip++) {
int firstindex = fPatchIndex[ip];
int lastindex = fPatchIndex[ip+1];
gmesh->ResetReference();
tmpcmesh->LoadReferences();
std::set<TPZGeoEl *> loaded;
for (int ind=firstindex; ind<lastindex; ind++) {
TPZGeoEl *gel = fPatch[ind];
loaded.insert(gel);
}
int ngel = gmesh->NElements();
for (int el=0; el<ngel; el++) {
TPZGeoEl *gel = gmesh->ElementVec()[el];
if (!gel) {
continue;
}
if (gel->Reference() && loaded.find(gel) == loaded.end()) {
gel->ResetReference();
}
}
std::stringstream finalname;
finalname << filename << ip+1 << ".vtk";
ofstream file(finalname.str().c_str());
/** @brief Generate an output of all geometric elements that have a computational counterpart to VTK */
//static void PrintCMeshVTK(TPZGeoMesh *gmesh, std::ofstream &file, bool matColor = false);
TPZVTKGeoMesh::PrintCMeshVTK(gmesh,file,true);
}
}
#endif
// cleaning reference to computational elements into temporary cmesh
gmesh->ResetReference();
delete tmpcmesh;
// loading references between geometric and computational meshes (originals)
fReferenceCompMesh->LoadReferences();
}
void TPZHierarquicalGrid::CreateGeometricElement(int n, int iel,int eldim, int elmatid, int &elid)
{
int jump = fBase->NNodes();
int dim = fBase->Dimension();
TPZGeoEl *gel = fBase->ElementVec()[iel];
int gelNodes = gel->NNodes();
// Computing current topology
TPZManVector<int64_t,10> CTopology(gelNodes);
for(int inode = 0; inode < CTopology.size(); inode++)
{
CTopology[inode] = gel->Node(inode).Id();
}
bool Is1D = false;
bool Is2D = false;
bool Is3D = false;
for(int il = 1; il < (n+1); il++ )
{
switch (eldim) {
case 0:
{
//Defining boundaries
if (dim==0) {
if (il==1){
TPZVec<int64_t> Topology(gelNodes);
Topology[0]=fComputedGeomesh->NodeVec()[CTopology[0] + (il - 1) * jump].Id();
new TPZGeoElRefPattern < pzgeom::TPZGeoPoint > (elid++, Topology, ffrontMatID,*fComputedGeomesh);
}
if (il==n)
{
TPZVec<int64_t> Topology(gelNodes);
Topology[0]=fComputedGeomesh->NodeVec()[CTopology[0] + (il - 0) * jump].Id();
new TPZGeoElRefPattern < pzgeom::TPZGeoPoint > (elid++, Topology, fbackMatID,*fComputedGeomesh);
}
}
// if (dim==1) {
// if (il==1){
// TPZVec<int64_t> Topology(gelNodes+1);
// Topology[0]=fComputedGeomesh->NodeVec()[CTopology[0] + (il - 1) * jump].Id();
// Topology[1]=fComputedGeomesh->NodeVec()[CTopology[0] + (il - 0) * jump].Id();
// new TPZGeoElRefPattern < pzgeom::TPZGeoLinear > (elid++, Topology, elmatid,*fComputedGeomesh);
// }
// if (il==n)
// {
// TPZVec<int64_t> Topology(gelNodes+1);
// Topology[0]=fComputedGeomesh->NodeVec()[CTopology[0] + (il - 1) * jump].Id();
// Topology[1]=fComputedGeomesh->NodeVec()[CTopology[0] + (il - 0) * jump].Id();
// new TPZGeoElRefPattern < pzgeom::TPZGeoLinear > (elid++, Topology, elmatid,*fComputedGeomesh);
//
// }
// }
TPZVec<int64_t> Topology(gelNodes+1);
Topology[0]=fComputedGeomesh->NodeVec()[CTopology[0] + (il - 1) * jump].Id();
Topology[1]=fComputedGeomesh->NodeVec()[CTopology[0] + (il - 0) * jump].Id();
new TPZGeoElRefPattern < pzgeom::TPZGeoLinear > (elid++, Topology, elmatid,*fComputedGeomesh);
Is1D = true;
}
break;
case 1:
{
if (dim==1) {
if (il==1){
TPZVec<int64_t> Topology(gelNodes+1);
Topology[0]=fComputedGeomesh->NodeVec()[CTopology[0] + (il - 1) * jump].Id();
Topology[1]=fComputedGeomesh->NodeVec()[CTopology[1] + (il - 1) * jump].Id();
new TPZGeoElRefPattern < pzgeom::TPZGeoLinear > (elid++, Topology, ffrontMatID,*fComputedGeomesh);
}
if (il==n)
{
TPZVec<int64_t> Topology(gelNodes+1);
Topology[0]=fComputedGeomesh->NodeVec()[CTopology[0] + (il - 0) * jump].Id();
Topology[1]=fComputedGeomesh->NodeVec()[CTopology[1] + (il - 0) * jump].Id();
new TPZGeoElRefPattern < pzgeom::TPZGeoLinear > (elid++, Topology, fbackMatID,*fComputedGeomesh);
}
}
if (fIsQuad) {
// quadrilateras
TPZVec<int64_t> Topology(gelNodes+2);
Topology[0]=fComputedGeomesh->NodeVec()[CTopology[0] + (il - 1) * jump].Id();
Topology[1]=fComputedGeomesh->NodeVec()[CTopology[1] + (il - 1) * jump].Id();
Topology[2]=fComputedGeomesh->NodeVec()[CTopology[1] + (il - 0) * jump].Id();
Topology[3]=fComputedGeomesh->NodeVec()[CTopology[0] + (il - 0) * jump].Id();
new TPZGeoElRefPattern < pzgeom::TPZGeoQuad > (elid++, Topology, elmatid,*fComputedGeomesh);
}
else
{
// triangles
TPZVec<int64_t> Topology(gelNodes+1);
Topology[0]=fComputedGeomesh->NodeVec()[CTopology[0] + (il - 1) * jump].Id();
Topology[1]=fComputedGeomesh->NodeVec()[CTopology[1] + (il - 1) * jump].Id();
Topology[2]=fComputedGeomesh->NodeVec()[CTopology[0] + (il - 0) * jump].Id();
new TPZGeoElRefPattern < pzgeom::TPZGeoTriangle > (elid++, Topology, elmatid,*fComputedGeomesh);
Topology[0]=fComputedGeomesh->NodeVec()[CTopology[1] + (il - 1) * jump].Id();
Topology[1]=fComputedGeomesh->NodeVec()[CTopology[1] + (il - 0) * jump].Id();
Topology[2]=fComputedGeomesh->NodeVec()[CTopology[0] + (il - 0) * jump].Id();
new TPZGeoElRefPattern < pzgeom::TPZGeoTriangle > (elid++, Topology, elmatid,*fComputedGeomesh);
}
Is2D = true;
}
break;
case 2:
{
if (dim==2) {
if (il==1){
if (gel->Type() == EQuadrilateral) {
// quadrilateras
TPZVec<int64_t> Topology(gelNodes+2);
Topology[0]=fComputedGeomesh->NodeVec()[CTopology[0] + (il - 1) * jump].Id();
Topology[1]=fComputedGeomesh->NodeVec()[CTopology[1] + (il - 1) * jump].Id();
Topology[2]=fComputedGeomesh->NodeVec()[CTopology[2] + (il - 1) * jump].Id();
Topology[3]=fComputedGeomesh->NodeVec()[CTopology[3] + (il - 1) * jump].Id();
new TPZGeoElRefPattern < pzgeom::TPZGeoQuad > (elid++, Topology, ffrontMatID,*fComputedGeomesh);
}
else{
// triangles
TPZVec<int64_t> Topology(gelNodes+1);
Topology[0]=fComputedGeomesh->NodeVec()[CTopology[0] + (il - 1) * jump].Id();
Topology[1]=fComputedGeomesh->NodeVec()[CTopology[1] + (il - 1) * jump].Id();
Topology[2]=fComputedGeomesh->NodeVec()[CTopology[2] + (il - 1) * jump].Id();
new TPZGeoElRefPattern < pzgeom::TPZGeoTriangle > (elid++, Topology, ffrontMatID,*fComputedGeomesh);
}
}
if (il==n)
{
if (gel->Type() == EQuadrilateral) {
// quadrilateras
TPZVec<int64_t> Topology(gelNodes+2);
Topology[0]=fComputedGeomesh->NodeVec()[CTopology[0] + (il - 0) * jump].Id();
Topology[1]=fComputedGeomesh->NodeVec()[CTopology[1] + (il - 0) * jump].Id();
Topology[2]=fComputedGeomesh->NodeVec()[CTopology[2] + (il - 0) * jump].Id();
Topology[3]=fComputedGeomesh->NodeVec()[CTopology[3] + (il - 0) * jump].Id();
new TPZGeoElRefPattern < pzgeom::TPZGeoQuad > (elid++, Topology, fbackMatID,*fComputedGeomesh);
}
else{
// triangles
TPZVec<int64_t> Topology(gelNodes+1);
Topology[0]=fComputedGeomesh->NodeVec()[CTopology[0] + (il - 0) * jump].Id();
Topology[1]=fComputedGeomesh->NodeVec()[CTopology[1] + (il - 0) * jump].Id();
Topology[2]=fComputedGeomesh->NodeVec()[CTopology[2] + (il - 0) * jump].Id();
new TPZGeoElRefPattern < pzgeom::TPZGeoTriangle > (elid++, Topology, fbackMatID,*fComputedGeomesh);
}
}
}
if (!fIsTetrahedron) {
if (fIsPrism) {
// Prisms
TPZVec<int64_t> Topology(2*gelNodes);
Topology[0]=fComputedGeomesh->NodeVec()[CTopology[0] + (il - 1) * jump].Id();
Topology[1]=fComputedGeomesh->NodeVec()[CTopology[1] + (il - 1) * jump].Id();
Topology[2]=fComputedGeomesh->NodeVec()[CTopology[2] + (il - 1) * jump].Id();
Topology[3]=fComputedGeomesh->NodeVec()[CTopology[0] + (il - 0) * jump].Id();
Topology[4]=fComputedGeomesh->NodeVec()[CTopology[1] + (il - 0) * jump].Id();
Topology[5]=fComputedGeomesh->NodeVec()[CTopology[2] + (il - 0) * jump].Id();
new TPZGeoElRefPattern < pzgeom::TPZGeoPrism > (elid++, Topology, elmatid,*fComputedGeomesh);
}
else
{
// Cubes
TPZVec<int64_t> Topology(gelNodes+4);
Topology[0]=fComputedGeomesh->NodeVec()[CTopology[0] + (il - 1) * jump].Id();
Topology[1]=fComputedGeomesh->NodeVec()[CTopology[1] + (il - 1) * jump].Id();
Topology[2]=fComputedGeomesh->NodeVec()[CTopology[2] + (il - 1) * jump].Id();
Topology[3]=fComputedGeomesh->NodeVec()[CTopology[3] + (il - 1) * jump].Id();
Topology[4]=fComputedGeomesh->NodeVec()[CTopology[0] + (il - 0) * jump].Id();
Topology[5]=fComputedGeomesh->NodeVec()[CTopology[1] + (il - 0) * jump].Id();
Topology[6]=fComputedGeomesh->NodeVec()[CTopology[2] + (il - 0) * jump].Id();
Topology[7]=fComputedGeomesh->NodeVec()[CTopology[3] + (il - 0) * jump].Id();
new TPZGeoElRefPattern < pzgeom::TPZGeoCube > (elid++, Topology, elmatid,*fComputedGeomesh);
}
}
else
{
if (fIsPrism) {
// Prisms
TPZVec<int64_t> Topology(2*gelNodes);
Topology[0]=fComputedGeomesh->NodeVec()[CTopology[0] + (il - 1) * jump].Id();
Topology[1]=fComputedGeomesh->NodeVec()[CTopology[1] + (il - 1) * jump].Id();
Topology[2]=fComputedGeomesh->NodeVec()[CTopology[2] + (il - 1) * jump].Id();
Topology[3]=fComputedGeomesh->NodeVec()[CTopology[0] + (il - 0) * jump].Id();
Topology[4]=fComputedGeomesh->NodeVec()[CTopology[1] + (il - 0) * jump].Id();
Topology[5]=fComputedGeomesh->NodeVec()[CTopology[2] + (il - 0) * jump].Id();
new TPZGeoElRefPattern < pzgeom::TPZGeoPrism > (elid++, Topology, elmatid,*fComputedGeomesh);
}
else{
// Tetrahedron
TPZVec<int64_t> Topology(gelNodes+1);
Topology[0]=fComputedGeomesh->NodeVec()[CTopology[0] + (il - 1) * jump].Id();
Topology[1]=fComputedGeomesh->NodeVec()[CTopology[1] + (il - 1) * jump].Id();
Topology[2]=fComputedGeomesh->NodeVec()[CTopology[0] + (il - 0) * jump].Id();
Topology[3]=fComputedGeomesh->NodeVec()[CTopology[2] + (il - 1) * jump].Id();
new TPZGeoElRefPattern < pzgeom::TPZGeoTetrahedra > (elid++, Topology, elmatid,*fComputedGeomesh);
Topology[0]=fComputedGeomesh->NodeVec()[CTopology[1] + (il - 1) * jump].Id();
Topology[1]=fComputedGeomesh->NodeVec()[CTopology[1] + (il - 0) * jump].Id();
Topology[2]=fComputedGeomesh->NodeVec()[CTopology[0] + (il - 0) * jump].Id();
Topology[3]=fComputedGeomesh->NodeVec()[CTopology[2] + (il - 1) * jump].Id();
new TPZGeoElRefPattern < pzgeom::TPZGeoTetrahedra > (elid++, Topology, elmatid,*fComputedGeomesh);
Topology[0]=fComputedGeomesh->NodeVec()[CTopology[0] + (il - 0) * jump].Id();
Topology[1]=fComputedGeomesh->NodeVec()[CTopology[1] + (il - 0) * jump].Id();
Topology[2]=fComputedGeomesh->NodeVec()[CTopology[2] + (il - 0) * jump].Id();
Topology[3]=fComputedGeomesh->NodeVec()[CTopology[2] + (il - 1) * jump].Id();
new TPZGeoElRefPattern < pzgeom::TPZGeoTetrahedra > (elid++, Topology, elmatid,*fComputedGeomesh);
}
}
Is3D = true;
}
break;
default:
{
std::cout << "Connection not implemented " << std::endl;
DebugStop();
}
break;
}
}
if (Is1D) {
fComputedGeomesh->SetDimension(1);
}
if (Is2D) {
fComputedGeomesh->SetDimension(2);
}
if (Is3D) {
fComputedGeomesh->SetDimension(3);
}
}
