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Commit 4baf4abe authored by Praetorius, Simon's avatar Praetorius, Simon
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base problems

parent 13a42661
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extensions/base_problems/CahnHilliardNavierStokes.cc
View file @ 4baf4abe
......@@ -10,7 +10,7 @@ CahnHilliardNavierStokes::CahnHilliardNavierStokes(const std::string &name_) :
super(name_),
useMobility(false),
useConservationForm(false),
doubleWell(0),
doubleWell(1),
gamma(1.0),
eps(0.1),
minusEps(-0.1),
......@@ -19,7 +19,7 @@ CahnHilliardNavierStokes::CahnHilliardNavierStokes(const std::string &name_) :
epsSqr(0.01),
minusEpsSqr(-0.01),
laplaceType(0),
nonLinTerm(2),
nonLinTerm(3),
oldTimestep(0.0),
viscosity(1.0),
density(1.0),
......@@ -31,8 +31,8 @@ CahnHilliardNavierStokes::CahnHilliardNavierStokes(const std::string &name_) :
fileWriter(NULL)
{
// parameters for CH
Parameters::get(name + "->use mobility", useMobility); // mobility
Parameters::get(name + "->gamma", gamma); // mobility
Parameters::get(name + "->use mobility", useMobility); // dt(c) = div(M(c)*grad(c)) + ...
Parameters::get(name + "->gamma", gamma); // M(c) = gamma * Double-Well
Parameters::get(name + "->epsilon", eps); // interface width
// type of double well: 0= [0,1], 1= [-1,1]
......@@ -41,15 +41,23 @@ CahnHilliardNavierStokes::CahnHilliardNavierStokes(const std::string &name_) :
// parameters for navier-stokes
Initfile::get(name + "->viscosity", viscosity);
Initfile::get(name + "->density", density);
// type of laplace operator: 0... div(nu*grad(u)), 1... div(0.5*nu*(grad(u)+grad(u)^T))
// type of laplace operator: 0... div(nu*grad(u)),
// 1... div(0.5*nu*(grad(u)+grad(u)^T))
Initfile::get(name + "->laplace operator", laplaceType);
// type of non-linear term: 0... u^old*grad(u_i^old), 1... u'*grad(u_i^old), 2... u^old*grad(u'_i)
// type of non-linear term: 0... u^old*grad(u_i^old),
// 1... u*grad(u_i^old),
// 2... u^old*grad(u_i)
// 3... u*grad(u_i^old) + u^old*grad(u_i) - u^old*grad(u_i^old)
Initfile::get(name + "->non-linear term", nonLinTerm);
// Parameters for CH-Coupling
// 0... u*grad(c), 1... -div(u*c)
Initfile::get(name + "->use conservation form", useConservationForm);
// Parameters for NS-Coupling
// cahn-hiliard-force: sigma*mu*grad(c)
Initfile::get(name + "->sigma", sigma); // surface tension
surfaceTension = sigma*3.0/(2.0*sqrt(2.0)) / eps;
......@@ -97,6 +105,22 @@ void CahnHilliardNavierStokes::initData()
}
void CahnHilliardNavierStokes::transferInitialSolution(AdaptInfo *adaptInfo)
{ FUNCNAME("CahnHilliardNavierStokes::transferInitialSolution()");
calcVelocity();
for (int i = 0; i < 2+dow; i++)
prob->setExactSolution(prob->getSolution()->getDOFVector(i), i);
fileWriter->writeFiles(adaptInfo, false);
writeFiles(adaptInfo, false);
// initial parameters for detecting mesh changes
oldMeshChangeIdx= getMesh()->getChangeIndex();
}
void CahnHilliardNavierStokes::fillOperators()
{ FUNCNAME("CahnHilliardNavierStokes::fillOperators()");
MSG("CahnHilliardNavierStokes::fillOperators()\n");
......@@ -143,9 +167,9 @@ void CahnHilliardNavierStokes::fillOperators()
uGradC->addTerm(new WorldVec_FOT(vel, -1.0), GRD_PSI);
else
uGradC->addTerm(new WorldVec_FOT(vel), GRD_PHI);
prob->addMatrixOperator(*uGradC, 0, 0);
uGradC->setUhOld(prob->getSolution()->getDOFVector(0));
prob->addVectorOperator(*uGradC, 0);
prob->addMatrixOperator(*uGradC, 0, 0);
/// < u * grad(c_old) , psi >
for (size_t i = 0; i < dow; i++) {
......@@ -208,27 +232,28 @@ void CahnHilliardNavierStokes::fillOperators()
prob->addMatrixOperator(*opTime, 2+i, 2+i, getInvTau(), getInvTau());
/// < (1/tau)*u_i^old , psi >
Operator *opTimeOld = new Operator(getFeSpace(2+i), getFeSpace(2+i));
opTime->addTerm(new Phase_ZOT(prob->getSolution()->getDOFVector(2+i), density));
opTimeOld->addTerm(new Phase_ZOT(prob->getSolution()->getDOFVector(2+i), density));
prob->addVectorOperator(*opTimeOld, 2+i, getInvTau(), getInvTau());
/// < u^old*grad(u_i^old) , psi >
Operator *opUGradU0 = new Operator(getFeSpace(2+i), getFeSpace(2+i));
opUGradU0->addTerm(new WorldVector_FOT(velocity, -density), GRD_PHI);
opUGradU0->setUhOld(prob->getSolution()->getDOFVector(2+i));
if (nonLinTerm == 0) {
if (nonLinTerm == 0 || nonLinTerm == 3) {
Operator *opUGradU0 = new Operator(getFeSpace(2+i), getFeSpace(2+i));
opUGradU0->addTerm(new WorldVec_FOT(vel, (nonLinTerm == 0 ? -1.0 : 1.0)*density),
GRD_PHI);
opUGradU0->setUhOld(prob->getSolution()->getDOFVector(2+i));
prob->addVectorOperator(*opUGradU0, 2+i);
}
if (nonLinTerm == 1) {
/// < u'*grad(u_i^old) , psi >
if (nonLinTerm == 1 || nonLinTerm == 3) {
/// < u*grad(u_i^old) , psi >
for (size_t j = 0; j < dow; ++j) {
Operator *opUGradU1 = new Operator(getFeSpace(2+i),getFeSpace(2+i));
opUGradU1->addTerm(new PartialDerivative_ZOT(
prob->getSolution()->getDOFVector(2+i), j, density));
prob->addMatrixOperator(*opUGradU1, 2+i, 2+j);
}
} else if (nonLinTerm == 2) {
/// < u^old*grad(u'_i) , psi >
}
if (nonLinTerm == 2 || nonLinTerm == 3) {
/// < u^old*grad(u_i) , psi >
for(size_t j = 0; j < dow; ++j) {
Operator *opUGradU2 = new Operator(getFeSpace(2+i),getFeSpace(2+i));
opUGradU2->addTerm(new VecAndPartialDerivative_FOT(
......@@ -258,16 +283,21 @@ void CahnHilliardNavierStokes::fillOperators()
prob->addVectorOperator(*opForce, 2+i);
}
/// forces by Cahn-Hilliard terms
// forces by Cahn-Hilliard terms
// -----------------------------
/// < mu_old * grad(c) , psi >
Operator *opMuGradC = new Operator(getFeSpace(2+i),getFeSpace(0));
opMuGradC->addTerm(new VecAndPartialDerivative_FOT(
prob->getSolution()->getDOFVector(1), i), GRD_PHI);
prob->addMatrixOperator(*opMuGradC, 2+i, 0, &surfaceTension, &surfaceTension);
/// < mu * grad(c_old) , psi >
Operator *opMuGradC2 = new Operator(getFeSpace(2+i),getFeSpace(1));
opMuGradC2->addTerm(new PartialDerivative_ZOT(
prob->getSolution()->getDOFVector(0), i));
prob->addMatrixOperator(*opMuGradC2, 2+i, 1, &surfaceTension, &surfaceTension);
/// < mu_old * grad(c_old) , psi >
opMuGradC2->setUhOld(prob->getSolution()->getDOFVector(1));
prob->addVectorOperator(*opMuGradC2, 2+i, &surfaceTension, &surfaceTension);
......@@ -300,3 +330,11 @@ void CahnHilliardNavierStokes::addLaplaceTerm(int i)
opLaplaceUi->addTerm(new Simple_SOT(viscosity));
prob->addMatrixOperator(*opLaplaceUi, 2+i, 2+i);
}
void CahnHilliardNavierStokes::closeTimestep(AdaptInfo *adaptInfo)
{ FUNCNAME("CahnHilliardNavierStokes::closeTimestep()");
calcVelocity();
fileWriter->writeFiles(adaptInfo, false);
writeFiles(adaptInfo, false);
}
extensions/base_problems/CahnHilliardNavierStokes.h
View file @ 4baf4abe
......@@ -23,6 +23,9 @@ public: // public methods
virtual void initData();
virtual void transferInitialSolution(AdaptInfo *adaptInfo);
virtual void closeTimestep(AdaptInfo *adaptInfo);
double getEpsilon() { return eps; }
int getDoubleWellType() { return doubleWell; }
......@@ -31,8 +34,6 @@ public: // public methods
return velocity;
}
protected: // protected methods
virtual void fillOperators();
virtual void fillBoundaryConditions() {}
virtual void addLaplaceTerm(int i);
......
extensions/base_problems/CahnHilliardNavierStokes_RB.cc 0 → 100644
View file @ 4baf4abe
#include "CahnHilliardNavierStokes_RB.h"
#include "Views.h"
#include "SignedDistFunctors.h"
#include "PhaseFieldConvert.h"
#include "POperators.h"
using namespace AMDiS;
CahnHilliardNavierStokes_RB::CahnHilliardNavierStokes_RB(const std::string &name_) :
super(name_),
useMobility(false),
useConservationForm(false),
doubleWell(1),
gamma(1.0),
eps(0.1),
minusEps(-0.1),
epsInv(10.0),
minusEpsInv(-10.0),
epsSqr(0.01),
minusEpsSqr(-0.01),
laplaceType(0),
nonLinTerm(3),
oldTimestep(0.0),
viscosity(1.0),
density(1.0),
c(0.0),
sigma(1.0),
surfaceTension(1.0),
reinit(NULL),
velocity(NULL),
fileWriter(NULL)
{
// parameters for CH
Parameters::get(name + "->use mobility", useMobility); // dt(c) = div(M(c)*grad(c)) + ...
Parameters::get(name + "->gamma", gamma); // M(c) = gamma * Double-Well
Parameters::get(name + "->epsilon", eps); // interface width
// type of double well: 0= [0,1], 1= [-1,1]
Parameters::get(name + "->double-well type", doubleWell);
// parameters for navier-stokes
Initfile::get(name + "->viscosity", viscosity);
Initfile::get(name + "->density", density);
// type of laplace operator: 0... div(nu*grad(u)),
// 1... div(0.5*nu*(grad(u)+grad(u)^T))
Initfile::get(name + "->laplace operator", laplaceType);
// type of non-linear term: 0... u^old*grad(u_i^old),
// 1... u*grad(u_i^old),
// 2... u^old*grad(u_i)
// 3... u*grad(u_i^old) + u^old*grad(u_i) - u^old*grad(u_i^old)
Initfile::get(name + "->non-linear term", nonLinTerm);
// Parameters for CH-Coupling
// 0... u*grad(c), 1... -div(u*c)
Initfile::get(name + "->use conservation form", useConservationForm);
// Parameters for NS-Coupling
// cahn-hiliard-force: sigma*mu*grad(c)
Initfile::get(name + "->sigma", sigma); // surface tension
surfaceTension = sigma*3.0/(2.0*sqrt(2.0)) / eps;
force.set(0.0);
Initfile::get(name + "->force", force);
// transformation of the parameters
minusEps = -eps;
epsInv = 1.0/eps;
minusEpsInv = -epsInv;
epsSqr = sqr(eps);
minusEpsSqr = -epsSqr;
}
CahnHilliardNavierStokes_RB::~CahnHilliardNavierStokes_RB()
{ FUNCNAME("CahnHilliardNavierStokes_RB::~CahnHilliardNavierStokes_RB()");
if (reinit != NULL) {
delete reinit;
reinit = NULL;
}
if (velocity != NULL) {
delete velocity;
velocity = NULL;
}
delete fileWriter;
fileWriter = NULL;
}
void CahnHilliardNavierStokes_RB::initData()
{ FUNCNAME("CahnHilliardNavierStokes_RB::initData()");
dim = getMesh()->getDim();
// create instance redistancing class
reinit = new HL_SignedDistTraverse("reinit", dim);
if (velocity == NULL)
velocity = new DOFVector<WorldVector<double> >(getFeSpace(2), "velocity");
fileWriter = new FileVectorWriter(name + "->velocity->output", getFeSpace(2)->getMesh(), velocity);
super::initData();
}
void CahnHilliardNavierStokes_RB::transferInitialSolution(AdaptInfo *adaptInfo)
{ FUNCNAME("CahnHilliardNavierStokes_RB::transferInitialSolution()");
calcVelocity();
for (int i = 0; i < 2+dow; i++)
prob->setExactSolution(prob->getSolution()->getDOFVector(i), i);
fileWriter->writeFiles(adaptInfo, false);
writeFiles(adaptInfo, false);
// initial parameters for detecting mesh changes
oldMeshChangeIdx= getMesh()->getChangeIndex();
}
void CahnHilliardNavierStokes_RB::fillOperators()
{ FUNCNAME("CahnHilliardNavierStokes_RB::fillOperators()");
MSG("CahnHilliardNavierStokes_RB::fillOperators()\n");
// variable order:
// (c, mu, u0, u1 [, u2], p)
WorldVector<DOFVector<double>*> stage_velocity;
WorldVector<DOFVector<double>*> un_velocity;
for (size_t i = 0; i < dow; ++i) {
stage_velocity[i] = prob->getStageSolution(2+i);
un_velocity[i] = prob->getUnVec(2+i);
}
// dt(c) = laplace(mu) - u*grad(c)
// -----------------------------------
/// < dt(c) , psi >
prob->addTimeOperator(0, 0);
// div(M(c)grad(mu)), with M(c)=gamma/4*(c^2-1)^2
Operator *opChLM = new Operator(prob->getFeSpace(0),prob->getFeSpace(1));
if (useMobility) {
if (doubleWell == 0) {
// jacobian operators
opChLM->addTerm(new VecAtQP_SOT(
prob->getUnVec(0),
new MobilityCH0(gamma)));
opChLM->addTerm(new VecGrad_FOT(
prob->getUnVec(0),
prob->getUnVec(1),
new MobilityCH0Diff(gamma)), GRD_PSI);
prob->addMatrixOperator(*opChLM, 0, 1);
// rhs operators
Operator *opChLM2 = new Operator(prob->getFeSpace(0),prob->getFeSpace(1));
opChLM2->addTerm(new VecAtQP_SOT(
prob->getStageSolution(0),
new MobilityCH0(gamma)));
opChLM2->setUhOld(prob->getStageSolution(1));
prob->addVectorOperator(*opChLM2, 0, &minus1, &minus1);
} else {
// jacobian operators
opChLM->addTerm(new VecAtQP_SOT(
prob->getUnVec(0),
new MobilityCH1(gamma)));
opChLM->addTerm(new VecGrad_FOT(
prob->getUnVec(0),
prob->getUnVec(1),
new MobilityCH1Diff(gamma)), GRD_PSI);
prob->addMatrixOperator(*opChLM, 0, 1);
// rhs operators
Operator *opChLM2 = new Operator(prob->getFeSpace(0),prob->getFeSpace(1));
opChLM2->addTerm(new VecAtQP_SOT(
prob->getStageSolution(0),
new MobilityCH1(gamma)));
opChLM2->setUhOld(prob->getStageSolution(1));
prob->addVectorOperator(*opChLM2, 0, &minus1, &minus1);
}
} else {
opChLM->addTerm(new Simple_SOT(gamma));
opChLM->setUhOld(prob->getStageSolution(1));
prob->addVectorOperator(*opChLM, 0, &minus1, &minus1);
prob->addMatrixOperator(*opChLM, 0, 1); /// < phi*grad(mu) , grad(psi) >
}
/// < u_s * grad(c_s), psi >
Operator *uGradC = new Operator(prob->getFeSpace(0), prob->getFeSpace(0));
if (useConservationForm)
uGradC->addTerm(new WorldVec_FOT(stage_velocity, -1.0), GRD_PSI);
else
uGradC->addTerm(new WorldVec_FOT(stage_velocity), GRD_PHI);
uGradC->setUhOld(prob->getStageSolution(0));
prob->addVectorOperator(*uGradC, 0, &minus1, &minus1);
/// < u_old * grad(c), psi >
Operator *JuGradC1 = new Operator(prob->getFeSpace(0), prob->getFeSpace(0));
if (useConservationForm)
JuGradC1->addTerm(new WorldVec_FOT(un_velocity, -1.0), GRD_PSI);
else
JuGradC1->addTerm(new WorldVec_FOT(un_velocity), GRD_PHI);
prob->addMatrixOperator(*JuGradC1, 0, 0);
/// < u * grad(c_old), psi >
for (size_t i = 0; i < dow; i++) {
Operator *JuGradC2 = new Operator(prob->getFeSpace(0), prob->getFeSpace(0));
if (useConservationForm)
JuGradC2->addTerm(new VecAndPartialDerivative_FOT(prob->getUnVec(0), i, -1.0), GRD_PSI);
else {
JuGradC2->addTerm(new PartialDerivative_ZOT(prob->getUnVec(0), i));
}
prob->addMatrixOperator(*JuGradC2, 0, 2+i);
}
// mu + eps^2*laplace(c) - M'(c)
// ----------------------------------------------------------------------
/// < mu , psi >
Operator *opChMu = new Operator(prob->getFeSpace(0),prob->getFeSpace(0));
opChMu->addZeroOrderTerm(new Simple_ZOT);
opChMu->setUhOld(prob->getStageSolution(1));
prob->addVectorOperator(*opChMu, 1);
prob->addMatrixOperator(*opChMu, 1, 1, &minus1, &minus1);
/// < -eps^2*grad(c) , grad(psi) >
Operator *opChLC = new Operator(prob->getFeSpace(1),prob->getFeSpace(0));
opChLC->addSecondOrderTerm(new Simple_SOT(minusEpsSqr));
opChLC->setUhOld(prob->getStageSolution(0));
prob->addVectorOperator(*opChLC, 1);
prob->addMatrixOperator(*opChLC, 1, 0, &minus1, &minus1);
/// < -M'(c) , psi >
if (doubleWell == 0) {
// jacobian operators
Operator *opChMImpl = new Operator(prob->getFeSpace(1),prob->getFeSpace(0));
opChMImpl->addZeroOrderTerm(new VecAtQP_ZOT(
prob->getUnVec(0),
new DoubleWell0Diff(-1.0))); // < (3c^2-3c+0.5)*c' , psi >
prob->addMatrixOperator(*opChMImpl, 1, 0, &minus1, &minus1);
// rhs operators
Operator *opChMExpl = new Operator(prob->getFeSpace(1),prob->getFeSpace(0));
opChMExpl->addZeroOrderTerm(new VecAtQP_ZOT(
prob->getStageSolution(0),
new DoubleWell0(-1.0))); // < (c^3-3/2*c^2+0.5) , psi >
prob->addVectorOperator(*opChMExpl, 1);
}
else if (doubleWell == 1) {
// jacobian operators
Operator *opChMImpl = new Operator(prob->getFeSpace(1),prob->getFeSpace(0));
opChMImpl->addZeroOrderTerm(new VecAtQP_ZOT(
prob->getUnVec(0),
new DoubleWell1Diff(-1.0))); // < (3c^2-1)*c' , psi >
prob->addMatrixOperator(*opChMImpl, 1, 0, &minus1, &minus1);
// rhs operators
Operator *opChMExpl = new Operator(prob->getFeSpace(1),prob->getFeSpace(0));
opChMExpl->addZeroOrderTerm(new VecAtQP_ZOT(
prob->getStageSolution(0),
new DoubleWell1(-1.0))); // < (c^3-c) , psi >
prob->addVectorOperator(*opChMExpl, 1);
}
// Navier-Stokes part
// -----------------------------------------------------------------------------------
for (size_t i = 0; i < dow; ++i) {
/// < d_t(u_i) , psi >
prob->addTimeOperator(2+i, 2+i);
/// < u_s*grad(u_s_i) , psi >
Operator *opUGradU = new Operator(getFeSpace(2+i), getFeSpace(2+i));
opUGradU->addTerm(new WorldVec_FOT(stage_velocity, -1.0), GRD_PHI);
opUGradU->setUhOld(stage_velocity[i]);
prob->addVectorOperator(*opUGradU, 2+i);
/// < u_old*grad(u_i) , psi >
Operator *opUGradV = new Operator(getFeSpace(2+i), getFeSpace(2+i));
opUGradV->addTerm(new WorldVec_FOT(un_velocity, -1.0), GRD_PHI);
prob->addMatrixOperator(*opUGradV, 2+i, 2+i, &minus1, &minus1);
/// < u*grad(u_old_i) , psi >
for (size_t j = 0; j < dow; ++j) {
Operator *opVGradU = new Operator(getFeSpace(2+i), getFeSpace(2+j));
opVGradU->addTerm(new PartialDerivative_ZOT(un_velocity[i], j, -1.0));
prob->addMatrixOperator(*opVGradU, 2+i, 2+j, &minus1, &minus1);
}
/// Diffusion-Operator (including Stress-Tensor for space-dependent viscosity)
addLaplaceTerm(i);
/// < p , d_i(psi) >
Operator *opGradP = new Operator(getFeSpace(2+i),getFeSpace(2+dow));
opGradP->addTerm(new PartialDerivative_FOT(i), GRD_PSI);
opGradP->setUhOld(prob->getStageSolution(2+dow));
prob->addVectorOperator(*opGradP, 2+i);
prob->addMatrixOperator(*opGradP, 2+i, 2+dow, &minus1, &minus1);
/// external force, i.e. gravitational force
if (norm(force) > DBL_TOL) {
Operator *opForce = new Operator(getFeSpace(2+i), getFeSpace(2+i));
opForce->addTerm(new Simple_ZOT(force[i]));
prob->addVectorOperator(*opForce, 2+i);
}
// forces by Cahn-Hilliard terms
// -----------------------------
/// < mu_old * grad(c) , psi >
Operator *JmuGradC = new Operator(getFeSpace(2+i),getFeSpace(0));
JmuGradC->addTerm(new VecAndPartialDerivative_FOT(
prob->getUnVec(1), i, -1.0), GRD_PHI);
prob->addMatrixOperator(*JmuGradC, 2+i, 0, &surfaceTension, &surfaceTension);
/// < mu * grad(c_old) , psi >
Operator *JmuGradC2 = new Operator(getFeSpace(2+i),getFeSpace(1));
JmuGradC2->addTerm(new PartialDerivative_ZOT(
prob->getUnVec(0), i, -1.0));
prob->addMatrixOperator(*JmuGradC2, 2+i, 1, &surfaceTension, &surfaceTension);
/// < mu_s * grad(c_s) , psi >
Operator *opMuGradC = new Operator(getFeSpace(2+i),getFeSpace(1));
opMuGradC->addTerm(new VecAndPartialDerivative_ZOT(
prob->getStageSolution(1),
prob->getStageSolution(0), i));
prob->addVectorOperator(*opMuGradC, 2+i, &surfaceTension, &surfaceTension);
}
// div(u) = 0
// ----------
for (size_t i = 0; i < dow; ++i) {
/// < d_i(u_i) , psi >
Operator *opDivU = new Operator(getFeSpace(2+dow),getFeSpace(2+i));
opDivU->addTerm(new PartialDerivative_FOT(i), GRD_PHI);
prob->addMatrixOperator(*opDivU, 2+dow, 2+i, &minus1, &minus1);
/// < d_i(u_s_i) , psi >
opDivU->setUhOld(stage_velocity[i]);
prob->addVectorOperator(*opDivU, 2+dow);
}
}
void CahnHilliardNavierStokes_RB::addLaplaceTerm(int i)
{ FUNCNAME("CahnHilliardNavierStokes_RB::addLaplaceTerm()");
/// < nu*[grad(u)+grad(u)^t] , grad(psi) >
if (laplaceType == 1) {
for (unsigned j = 0; j < dow; ++j) {
Operator *opLaplaceUi1 = new Operator(getFeSpace(2+i), getFeSpace(2+j));
opLaplaceUi1->addTerm(new MatrixIJ_SOT(1-i, 1-j, viscosity));
prob->addMatrixOperator(*opLaplaceUi1, 2+i, 2+j);
opLaplaceUi1->setUhOld(prob->getStageSolution(2+j));
prob->addVectorOperator(*opLaplaceUi1, 2+i, &minus1, &minus1);
}
}
/// < nu*grad(u'_i) , grad(psi) >
Operator *opLaplaceUi = new Operator(getFeSpace(2+i), getFeSpace(2+i));
opLaplaceUi->addTerm(new Simple_SOT(viscosity));
prob->addMatrixOperator(*opLaplaceUi, 2+i, 2+i);
opLaplaceUi->setUhOld(prob->getStageSolution(2+i));
prob->addVectorOperator(*opLaplaceUi, 2+i, &minus1, &minus1);
}
void CahnHilliardNavierStokes_RB::closeTimestep(AdaptInfo *adaptInfo)
{ FUNCNAME("CahnHilliardNavierStokes_RB::closeTimestep()");
calcVelocity();
fileWriter->writeFiles(adaptInfo, false);
writeFiles(adaptInfo, false);
}
extensions/base_problems/CahnHilliardNavierStokes_RB.h 0 → 100644
View file @ 4baf4abe
/** \file CahnHilliardNavierStokes_RB.h */
#ifndef CAHN_HILLIARD_H
#define CAHN_HILLIARD_H
#include "AMDiS.h"
#include "BaseProblem_RB.h"
#include "HL_SignedDistTraverse.h"
using namespace AMDiS;
class CahnHilliardNavierStokes_RB : public BaseProblem_RB
{
public: // definition of types
typedef BaseProblem_RB super;
public: // public methods
CahnHilliardNavierStokes_RB(const std::string &name_);
~CahnHilliardNavierStokes_RB();
virtual void initData();
virtual void transferInitialSolution(AdaptInfo *adaptInfo);
virtual void closeTimestep(AdaptInfo *adaptInfo);
double getEpsilon() { return eps; }
int getDoubleWellType() { return doubleWell; }