Directory: | ./ |
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File: | Solver/linearProblemNSFracStepProj.cpp |
Date: | 2024-04-14 07:32:34 |
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Lines: | 144 | 155 | 92.9% |
Branches: | 105 | 216 | 48.6% |
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1 | // ______ ______ _ _ _____ ______ | ||
2 | // | ____| ____| | (_)/ ____| | ____| | ||
3 | // | |__ | |__ | | _| (___ ___| |__ | ||
4 | // | __| | __| | | | |\___ \ / __| __| | ||
5 | // | | | |____| |____| |____) | (__| |____ | ||
6 | // |_| |______|______|_|_____/ \___|______| | ||
7 | // Finite Elements for Life Sciences and Engineering | ||
8 | // | ||
9 | // License: LGL2.1 License | ||
10 | // FELiScE default license: LICENSE in root folder | ||
11 | // | ||
12 | // Main authors: J-F. Gerbeau | ||
13 | // | ||
14 | |||
15 | // System includes | ||
16 | |||
17 | // External includes | ||
18 | |||
19 | // Project includes | ||
20 | #include "Solver/linearProblemNSFracStepProj.hpp" | ||
21 | #include "FiniteElement/elementVector.hpp" | ||
22 | #include "FiniteElement/elementMatrix.hpp" | ||
23 | #include "DegreeOfFreedom/boundaryCondition.hpp" | ||
24 | |||
25 | namespace felisce { | ||
26 | 8 | LinearProblemNSFracStepProj::LinearProblemNSFracStepProj(): | |
27 | LinearProblem("Navier-Stokes Fractional Step: Projection"), | ||
28 | 8 | m_viscosity(0.), | |
29 | 8 | m_density(0.), | |
30 | 8 | m_lumpedModelBC(nullptr), | |
31 |
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8 | m_buildTeporaryMatrix(false) |
32 | 8 | {} | |
33 | |||
34 | 16 | LinearProblemNSFracStepProj::~LinearProblemNSFracStepProj() { | |
35 |
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16 | if(m_buildTeporaryMatrix) |
36 | 8 | m_matrix.destroy(); | |
37 | } | ||
38 | |||
39 | 8 | void LinearProblemNSFracStepProj::initialize(std::vector<GeometricMeshRegion::Pointer>& mesh, FelisceTransient::Pointer fstransient, MPI_Comm& comm, bool doUseSNES) { | |
40 |
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8 | LinearProblem::initialize(mesh,comm, doUseSNES); |
41 | 8 | m_fstransient = fstransient; | |
42 | 8 | std::vector<PhysicalVariable> listVariable; | |
43 | 8 | std::vector<std::size_t> listNumComp; | |
44 | |||
45 |
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8 | m_explicitAdvection = FelisceParam::instance().explicitAdvection; |
46 |
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8 | if (m_explicitAdvection) { |
47 | ✗ | listVariable.push_back(velocityAdvection); | |
48 | ✗ | listNumComp.push_back(this->dimension()); | |
49 | } | ||
50 |
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8 | listVariable.push_back(velocity); |
51 |
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8 | listNumComp.push_back(this->dimension()); |
52 |
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8 | listVariable.push_back(pressure); |
53 |
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8 | listNumComp.push_back(1); |
54 | |||
55 |
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8 | if(FelisceParam::instance().useALEformulation) { |
56 |
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4 | listVariable.push_back(displacement); |
57 |
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4 | listNumComp.push_back(this->dimension()); |
58 | } | ||
59 | |||
60 | //define unknown of the linear system. | ||
61 |
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8 | m_listUnknown.push_back(pressure); |
62 |
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8 | definePhysicalVariable(listVariable,listNumComp); |
63 |
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8 | m_viscosity = FelisceParam::instance().viscosity; |
64 |
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8 | m_density = FelisceParam::instance().density; |
65 | 8 | } | |
66 | |||
67 | 4 | void LinearProblemNSFracStepProj::initializeLumpedModelBC(LumpedModelBC* lumpedModelBC) { | |
68 | 4 | m_lumpedModelBC = lumpedModelBC; | |
69 | 4 | } | |
70 | |||
71 | 104 | void LinearProblemNSFracStepProj::initPerElementType(ElementType eltType, FlagMatrixRHS flagMatrixRHS) { | |
72 | IGNORE_UNUSED_ELT_TYPE; | ||
73 | IGNORE_UNUSED_FLAG_MATRIX_RHS; | ||
74 | 104 | m_iVelocity = m_listVariable.getVariableIdList(velocity); | |
75 | 104 | m_iPressure = m_listVariable.getVariableIdList(pressure); | |
76 | 104 | m_feVel = m_listCurrentFiniteElement[m_iVelocity]; | |
77 | 104 | m_fePres = m_listCurrentFiniteElement[m_iPressure]; | |
78 | 104 | m_velocity = &m_listVariable[m_iVelocity]; | |
79 | 104 | m_pressure = &m_listVariable[m_iPressure]; | |
80 | |||
81 | 104 | m_elemFieldAdv.initialize(DOF_FIELD,*m_feVel,this->dimension()); | |
82 | 104 | m_elemFieldRHS.initialize(DOF_FIELD,*m_feVel,this->dimension()); | |
83 | 104 | m_elemFieldDOF.initialize(DOF_FIELD,*m_feVel,this->dimension()); | |
84 | 104 | m_elemFieldPress.initialize(DOF_FIELD,*m_fePres,1); | |
85 | 104 | } | |
86 | |||
87 | 634894 | void LinearProblemNSFracStepProj::computeElementArray(const std::vector<Point*>& elemPoint, const std::vector<felInt>& elemIdPoint, felInt& iel, FlagMatrixRHS flagMatrixRHS) { | |
88 | IGNORE_UNUSED_FLAG_MATRIX_RHS; | ||
89 | IGNORE_UNUSED_IEL; | ||
90 | IGNORE_UNUSED_ELEM_ID_POINT; | ||
91 | |||
92 | 634894 | m_feVel->updateFirstDeriv(0, elemPoint); | |
93 | 634894 | m_fePres->updateFirstDeriv(0, elemPoint); | |
94 | 634894 | double coef = m_fstransient->timeStep/m_density; | |
95 | |||
96 | |||
97 | |||
98 |
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634894 | if ( m_feVel->measure() < 0. ) { |
99 | int iglo; | ||
100 | ✗ | ISLocalToGlobalMappingApply(this->m_mappingElem[m_currentMesh],1,&iel,&iglo); | |
101 | ✗ | std::cout << " iglo = " << iglo << std::endl; | |
102 | ✗ | FEL_ERROR("Error: Element of negative measure."); | |
103 | } | ||
104 | |||
105 | |||
106 | //================================ | ||
107 | // matrix | ||
108 | //================================ | ||
109 |
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1264434 | if ( (m_fstransient->iteration == 0 && FelisceParam::instance().useALEformulation == 0 ) || |
110 |
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629540 | (m_fstransient->iteration > 0 && FelisceParam::instance().useALEformulation > 0 ) ) { |
111 |
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581354 | if( flagMatrixRHS == FlagMatrixRHS::matrix_and_rhs || flagMatrixRHS == FlagMatrixRHS::only_matrix ) |
112 | // - \int \frac{dt}{rhof} \nabla p^{n} \nabla q | ||
113 | 581354 | m_elementMat[0]->grad_phi_i_grad_phi_j(coef,*m_fePres,0,0,1); | |
114 | } | ||
115 | |||
116 |
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634894 | if ( m_fstransient->iteration > 0 ) { |
117 | //SUPG/PSPG Stabilization | ||
118 |
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629540 | if( flagMatrixRHS == FlagMatrixRHS::matrix_and_rhs || flagMatrixRHS == FlagMatrixRHS::only_matrix ) { |
119 | 629540 | m_elemFieldAdv.setValue(externalVec(1), *m_feVel, iel, m_iVelocity, m_externalAO[0], *m_externalDof[0]); | |
120 | 629540 | m_elementMat[0]->stab_supgProjCT(m_fstransient->timeStep, FelisceParam::instance().stabSUPG, m_density, m_viscosity, *m_fePres, m_elemFieldAdv); | |
121 | } | ||
122 | } | ||
123 | |||
124 | //================================ | ||
125 | // RHS | ||
126 | //================================ | ||
127 |
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634894 | if (m_fstransient->iteration > 0) { |
128 |
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629540 | if( flagMatrixRHS == FlagMatrixRHS::matrix_and_rhs || flagMatrixRHS == FlagMatrixRHS::only_rhs ) { |
129 | // - \int div \tilde{u}^n | ||
130 | 629540 | m_elemFieldDOF.setValue(externalVec(0), *m_feVel, iel, m_iVelocity, m_externalAO[0], *m_externalDof[0]); | |
131 |
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629540 | assert(!m_elementVector.empty()); |
132 | 629540 | m_elementVector[0]->div_f_phi_i(-1.,*m_feVel,*m_fePres,m_elemFieldDOF,0); | |
133 | |||
134 | // SUPG/PSPG Stabilization | ||
135 | 629540 | m_elemFieldAdv.setValue(externalVec(1), *m_feVel, iel, m_iVelocity, m_externalAO[0], *m_externalDof[0]); | |
136 | 629540 | m_elemFieldPress.setValue(this->sequentialSolution(), *m_fePres, iel, m_iPressure, m_ao, dof()); | |
137 | 629540 | m_elementVector[0]->stab_supgProjCT(m_fstransient->timeStep, FelisceParam::instance().stabSUPG, m_density, m_viscosity, *m_fePres, m_elemFieldAdv, m_elemFieldDOF, m_elemFieldPress, m_elemFieldRHS); | |
138 | } | ||
139 | } | ||
140 | 634894 | } | |
141 | |||
142 | |||
143 | 108 | void LinearProblemNSFracStepProj::finalizeEssBCTransientDerivedProblem() { | |
144 |
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108 | if (m_lumpedModelBC) { |
145 |
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44 | if(FelisceParam::instance().model == "NSFracStep") { |
146 | BoundaryCondition* bc; | ||
147 | 44 | std::vector<double> PlumpedModelBC; | |
148 |
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132 | for(std::size_t iLumpedModelBC=0; iLumpedModelBC<m_lumpedModelBC->size(); iLumpedModelBC++) { |
149 |
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88 | if(FelisceParam::instance().lumpedModelBCAlgo[iLumpedModelBC] == 1) { |
150 | // get the boundary condition we want to std::set the value | ||
151 | 88 | bc = getBoundaryConditionList().EssentialLumpedModelBC(iLumpedModelBC); | |
152 |
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88 | if ( m_linearizedFlag ) |
153 | ✗ | PlumpedModelBC.push_back(0.0); | |
154 | else { | ||
155 |
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88 | if ( FelisceParam::instance().orderPressureExtrapolation > 0 ) |
156 | ✗ | PlumpedModelBC.push_back(this->m_lumpedModelBC->Pp(iLumpedModelBC)-this->m_lumpedModelBC->PpOld(iLumpedModelBC)); | |
157 | else | ||
158 |
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88 | PlumpedModelBC.push_back(this->m_lumpedModelBC->Pp(iLumpedModelBC)); |
159 | } | ||
160 | |||
161 |
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88 | if (this->verbosity()>2) { |
162 | ✗ | std::cout << "LumpedModelBC :" << std::endl; | |
163 | ✗ | std::cout << "Label = " << m_currentLabel << std::endl; | |
164 | ✗ | std::cout << "Applied PlumpedModelBC = " << PlumpedModelBC[0] << std::endl; | |
165 | } | ||
166 | |||
167 | // std::set boundary condition | ||
168 |
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88 | bc->setValue(PlumpedModelBC); |
169 | 88 | PlumpedModelBC.clear(); | |
170 | } | ||
171 | } | ||
172 | 44 | } | |
173 | } | ||
174 | 108 | } | |
175 | |||
176 | 100 | void LinearProblemNSFracStepProj::applyEssentialBoundaryConditionDerivedProblem(int rank, FlagMatrixRHS flagMatrixRHS) { | |
177 |
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100 | if (m_lumpedModelBC) { |
178 |
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40 | if(FelisceParam::instance().model == "NSFracStep") { |
179 | BoundaryCondition* BC; | ||
180 | felInt ia; | ||
181 | 40 | std::unordered_set<felInt> idDofBC; | |
182 | 40 | std::unordered_map<int, double> idBCAndValue; | |
183 | 40 | std::unordered_set<felInt> idDofOfAllEssLumpedModelBC; | |
184 | |||
185 | // non symmetric pseudo-elimination, cf. LinearProblem::applyEssentialBoundaryConditionHelper<DirichletApplicationOptions::nonSymmetricPseudoElimination> | ||
186 |
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120 | for (std::size_t i=0; i < m_boundaryConditionList.numEssentialLumpedModelBoundaryCondition(); i++) { |
187 |
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80 | if(FelisceParam::instance().lumpedModelBCAlgo[i] == 1) { |
188 | 80 | BC = m_boundaryConditionList.EssentialLumpedModelBC(i); | |
189 | 80 | idBCAndValue.clear(); | |
190 | 80 | idDofBC.clear(); | |
191 |
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80 | getListDofOfBC(*BC, idDofBC, idBCAndValue); |
192 |
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480 | for(auto itDofBC = idDofBC.begin(); itDofBC != idDofBC.end(); itDofBC++) { |
193 |
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400 | idDofOfAllEssLumpedModelBC.insert(*itDofBC); |
194 | 400 | ia = *itDofBC; | |
195 |
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400 | if( (flagMatrixRHS == FlagMatrixRHS::matrix_and_rhs) || (flagMatrixRHS == FlagMatrixRHS::only_rhs)) |
196 |
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400 | vector().setValue( ia, idBCAndValue[*itDofBC], INSERT_VALUES); |
197 | } | ||
198 | } | ||
199 | } | ||
200 | |||
201 | // get the number of dof in each process for all EssentialLumpedModel BC | ||
202 | int numProc; | ||
203 |
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40 | MPI_Comm_size(MpiInfo::petscComm(), &numProc); |
204 |
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40 | int *sizeTmp = new int [numProc]; |
205 |
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40 | int *sizeDofBC = new int [numProc]; |
206 |
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200 | for (int rankProc = 0; rankProc < numProc; rankProc++) { |
207 | 160 | sizeTmp[rankProc] = 0; | |
208 | } | ||
209 | 40 | sizeTmp[rank] = idDofOfAllEssLumpedModelBC.size(); | |
210 |
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40 | MPI_Allreduce(&sizeTmp[0], &sizeDofBC[0], numProc, MPI_INT, MPI_SUM, MpiInfo::petscComm()); |
211 | |||
212 | 40 | int startDof = 0; | |
213 |
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100 | for (int rankProc = 0; rankProc < rank; rankProc++) { |
214 | 60 | startDof += sizeDofBC[rankProc]; | |
215 | } | ||
216 | // get the number of dof in all processes = sum of sizeDofBC[] (some dof are counted several times) | ||
217 | 40 | int numDofBCTotal = 0; | |
218 |
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200 | for (int rankProc = 0; rankProc < numProc; rankProc++) { |
219 | 160 | numDofBCTotal += sizeDofBC[rankProc]; | |
220 | } | ||
221 | |||
222 | // put all the id dof in an array (some dof are counted several times) | ||
223 |
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40 | int *dofBCTmp = new int [numDofBCTotal]; |
224 |
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40 | int *dofBCArray = new int [numDofBCTotal]; |
225 |
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1640 | for (int iDof = 0; iDof < numDofBCTotal; iDof++) { |
226 | 1600 | dofBCTmp[iDof] = 0; | |
227 | } | ||
228 | 40 | int iDof = 0; | |
229 |
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440 | for(auto itDofBC = idDofOfAllEssLumpedModelBC.begin(); itDofBC != idDofOfAllEssLumpedModelBC.end(); ++itDofBC) { |
230 | 400 | dofBCTmp[startDof + iDof] = *itDofBC; | |
231 | 400 | iDof++; | |
232 | } | ||
233 |
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40 | MPI_Allreduce(&dofBCTmp[0], &dofBCArray[0], numDofBCTotal, MPI_INT, MPI_SUM, MpiInfo::petscComm()); |
234 | |||
235 | // rearrange the id dof in the increasing order (each dof is counted only once) | ||
236 | 40 | idDofOfAllEssLumpedModelBC.clear(); | |
237 |
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1640 | for (iDof = 0; iDof < numDofBCTotal; iDof++) { |
238 |
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1600 | idDofOfAllEssLumpedModelBC.insert(dofBCArray[iDof]); |
239 | } | ||
240 | 40 | numDofBCTotal = idDofOfAllEssLumpedModelBC.size(); | |
241 | 40 | iDof = 0; | |
242 |
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1640 | for(auto itDofBC = idDofOfAllEssLumpedModelBC.begin(); itDofBC != idDofOfAllEssLumpedModelBC.end(); ++itDofBC) { |
243 | 1600 | dofBCArray[iDof] = *itDofBC; | |
244 | 1600 | iDof++; | |
245 | } | ||
246 | |||
247 |
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40 | if( (flagMatrixRHS == FlagMatrixRHS::matrix_and_rhs) || (flagMatrixRHS == FlagMatrixRHS::only_matrix)) { |
248 |
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40 | matrix(0).setOption(MAT_KEEP_NONZERO_PATTERN, PETSC_TRUE); |
249 |
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40 | matrix(0).zeroRows(numDofBCTotal, &dofBCArray[0], 1.); |
250 | } | ||
251 | |||
252 |
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40 | delete [] sizeTmp; |
253 |
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40 | delete [] sizeDofBC; |
254 |
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40 | delete [] dofBCTmp; |
255 |
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40 | delete [] dofBCArray; |
256 | 40 | } | |
257 | } | ||
258 | 100 | } | |
259 | |||
260 | 4 | void LinearProblemNSFracStepProj::copyMatrixRHS() { | |
261 | 4 | m_matrix.duplicateFrom(matrix(0),MAT_COPY_VALUES); | |
262 | 4 | m_matrix.assembly(MAT_FINAL_ASSEMBLY); | |
263 | 4 | m_buildTeporaryMatrix = true; | |
264 | 4 | } | |
265 | |||
266 | 40 | void LinearProblemNSFracStepProj::addMatrixRHS() { | |
267 | 40 | matrix(0).axpy(1,m_matrix,SAME_NONZERO_PATTERN); | |
268 | 40 | } | |
269 | |||
270 | //Embedded interface | ||
271 | ✗ | void LinearProblemNSFracStepProj::userAssembleMatrixRHSEmbeddedInterface() {} | |
272 | |||
273 | } | ||
274 |