#include <EBPoissonOpFactory.H>
|
virtual | ~EBPoissonOpFactory () |
|
| EBPoissonOpFactory (const EBLevelGrid &a_eblgs, const RealVect &a_dx, const RealVect &a_origin, const int &a_orderEB, const int &a_numPreCondIters, const int &a_relaxType, RefCountedPtr< BaseDomainBCFactory > a_domainBCFactory, RefCountedPtr< BaseEBBCFactory > a_ebBcFactory, const Real &a_alpha, const Real &a_beta, const IntVect &a_ghostCellsPhi, const IntVect &a_ghostCellsRhs) |
|
virtual EBPoissonOp * | MGnewOp (const ProblemDomain &a_FineindexSpace, int a_depth, bool a_homoOnly=true) |
|
EBPoissonOp * | createOperator (const EBLevelGrid &a_eblgMGLevel, const EBLevelGrid &a_eblgCoarMG, const bool &a_hasMGObjects, const RealVect &a_dxMGLevel) |
|
| MGLevelOpFactory () |
| Base class constructor. More...
|
|
virtual | ~MGLevelOpFactory () |
| Destructor. More...
|
|
Factory class to generate EBPoissonOps. This follows the AMRLevelOpFactory interface.
◆ ~EBPoissonOpFactory()
virtual EBPoissonOpFactory::~EBPoissonOpFactory |
( |
| ) |
|
|
virtual |
◆ EBPoissonOpFactory() [1/3]
EBPoissonOpFactory::EBPoissonOpFactory |
( |
const EBLevelGrid & |
a_eblgs, |
|
|
const RealVect & |
a_dx, |
|
|
const RealVect & |
a_origin, |
|
|
const int & |
a_orderEB, |
|
|
const int & |
a_numPreCondIters, |
|
|
const int & |
a_relaxType, |
|
|
RefCountedPtr< BaseDomainBCFactory > |
a_domainBCFactory, |
|
|
RefCountedPtr< BaseEBBCFactory > |
a_ebBcFactory, |
|
|
const Real & |
a_alpha, |
|
|
const Real & |
a_beta, |
|
|
const IntVect & |
a_ghostCellsPhi, |
|
|
const IntVect & |
a_ghostCellsRhs |
|
) |
| |
a_eblgs : layouts at each AMR level \ a_domainFactory : domain boundary conditions \ a_ebBCFactory: eb boundary conditions \ a_dxCoarse: grid spacing at coarsest level \ a_origin: offset to lowest corner of the domain \ a_refRatio: refinement ratios. refRatio[i] is between levels i and i+1 \ a_preCondIters: number of iterations to do for pre-conditioning \ a_relaxType: 0 means point Jacobi, 1 is Gauss-Seidel, 2 is line solver. \ a_orderEB: 0 to not do flux interpolation at cut faces. \ a_alpha: coefficent of identity \ a_beta: coefficient of laplacian.\ a_ghostCellsPhi: Number of ghost cells in phi, correction (typically one)\ a_ghostCellsRhs: Number of ghost cells in RHS, residual, lphi (typically zero)\ Ghost cell arguments are there for caching reasons. Once you set them, an error is thrown if you send in data that does not match.
◆ EBPoissonOpFactory() [2/3]
EBPoissonOpFactory::EBPoissonOpFactory |
( |
| ) |
|
|
inlineprivate |
◆ EBPoissonOpFactory() [3/3]
◆ MGnewOp()
virtual EBPoissonOp* EBPoissonOpFactory::MGnewOp |
( |
const ProblemDomain & |
a_FineindexSpace, |
|
|
int |
a_depth, |
|
|
bool |
a_homoOnly = true |
|
) |
| |
|
virtual |
Create an operator at an index space = coarsen(a_fineIndexSpace, 2^a_depth) Return NULL if no such Multigrid level can be created at this a_depth. If a_homoOnly = true, then only homogeneous boundary conditions will be needed.
Implements MGLevelOpFactory< LevelData< EBCellFAB > >.
◆ createOperator()
◆ operator=()
◆ m_orderEB
int EBPoissonOpFactory::m_orderEB |
|
protected |
◆ m_numPreCondIters
int EBPoissonOpFactory::m_numPreCondIters |
|
protected |
◆ m_relaxType
int EBPoissonOpFactory::m_relaxType |
|
protected |
◆ m_eblg
◆ m_eblgVecMG
◆ m_dx
◆ m_origin
◆ m_alpha
Real EBPoissonOpFactory::m_alpha |
|
protected |
◆ m_beta
Real EBPoissonOpFactory::m_beta |
|
protected |
◆ m_ghostCellsPhi
const IntVect EBPoissonOpFactory::m_ghostCellsPhi |
|
protected |
◆ m_ghostCellsRHS
const IntVect EBPoissonOpFactory::m_ghostCellsRHS |
|
protected |
◆ m_domainBCFactory
◆ m_ebBCFactory
The documentation for this class was generated from the following file: