MFPoissonOp Class Reference

#include <MFPoissonOp.H>

Inheritance diagram for MFPoissonOp:

Inheritance graph
[legend]

List of all members.


Detailed Description

Multifluid poisson operator -- computes (alpha + div(Beta Grad)).

Public Member Functions

 MFPoissonOp ()
 Default constructor.
virtual ~MFPoissonOp ()
 destructor
void setJump (const Real &gD, const Real &gN)
 set the jump conditions at the multifluid interface
void setJump (const RealVect &a_gD, const RealVect &a_gN)
void setJump (const Vector< RefCountedPtr< BaseBCValue > > &a_phiValVect, const Vector< RefCountedPtr< BaseBCValue > > &a_flxValVect)
void setVal (LevelData< MFCellFAB > &a_phi, const Vector< Real > a_values) const
EBAMRPoissonOpebOp (int phase)
Real totalBoundaryFlux (int a_phase, const LevelData< MFCellFAB > &a_phi, Real a_factor=1.0, bool a_divideByTotalArea=true)
void getBoundaryValues (LevelData< MFCellFAB > &a_phi, LevelData< MFCellFAB > &a_dPhi_dN, Real a_invalidVal=1.2345678e90)
Real exactBoundaryFlux (int a_phase, RefCountedPtr< BaseBCValue > a_flxVal, RealVect &a_origin, const Real &a_time)
void dumpStencilMatrix ()
void dumpReferenceStencilMatrix ()
ProblemDomain getDomain ()
void getFlux (MFFluxFAB &a_flux, const LevelData< MFCellFAB > &a_data, const Box &a_grid, const DataIndex &a_dit, Real a_scale)
LinearOp functions
void define (const MFIndexSpace &a_mfis, int a_ncomp, const DisjointBoxLayout &a_grids, const DisjointBoxLayout &a_gridsCoarMG, const bool &a_hasMGObjects, const bool &a_layoutChanged, const DisjointBoxLayout &a_gridsFiner, const DisjointBoxLayout &a_gridsCoarser, const RealVect &a_dxLevel, int a_refRatio, int a_refRatioFiner, const ProblemDomain &a_domain, const Vector< RefCountedPtr< BaseDomainBC > > &a_bc, const IntVect &a_ghostPhi, const IntVect &a_ghostRHS, bool hasCoarser, bool hasFiner, const Vector< Real > &a_alpha, const Vector< Real > &a_beta)
 full define function for AMRLevelOp with both coarser and finer levels
virtual void setAlphaAndBeta (const Real &a_alpha, const Real &a_beta)
virtual void diagonalScale (LevelData< MFCellFAB > &a_rhs)
 (TGA) set diagonal scale of the operator
virtual void divideByIdentityCoef (LevelData< MFCellFAB > &a_rhs)
 TGA --no op in this case.
virtual void applyOpNoBoundary (LevelData< MFCellFAB > &a_opPhi, const LevelData< MFCellFAB > &a_phi)
virtual void setTime (Real a_time)
virtual void residual (LevelData< MFCellFAB > &a_lhs, const LevelData< MFCellFAB > &a_phi, const LevelData< MFCellFAB > &a_rhs, bool a_homogeneous=false)
virtual void preCond (LevelData< MFCellFAB > &a_correction, const LevelData< MFCellFAB > &a_residual)
 Apply the preconditioner.
virtual void applyOp (LevelData< MFCellFAB > &a_lhs, const LevelData< MFCellFAB > &a_phi, DataIterator &a_dit, bool a_homogeneous=false)
virtual void applyOp (LevelData< MFCellFAB > &a_lhs, const LevelData< MFCellFAB > &a_phi, bool a_homogeneous=false)
virtual void create (LevelData< MFCellFAB > &a_lhs, const LevelData< MFCellFAB > &a_rhs)
 create a clone of this MFPoissonOp
virtual void createCoarsened (LevelData< MFCellFAB > &a_lhs, const LevelData< MFCellFAB > &a_rhs, const int &a_refRat)
virtual void assign (LevelData< MFCellFAB > &a_lhs, const LevelData< MFCellFAB > &a_rhs)
virtual Real dotProduct (const LevelData< MFCellFAB > &a_1, const LevelData< MFCellFAB > &a_2)
virtual void incr (LevelData< MFCellFAB > &a_lhs, const LevelData< MFCellFAB > &a_x, Real a_scale)
virtual void axby (LevelData< MFCellFAB > &a_lhs, const LevelData< MFCellFAB > &a_x, const LevelData< MFCellFAB > &a_y, Real a, Real b)
virtual void scale (LevelData< MFCellFAB > &a_lhs, const Real &a_scale)
virtual Real norm (const LevelData< MFCellFAB > &a_x, int a_ord)
virtual void setToZero (LevelData< MFCellFAB > &a_x)
MGLevelOp functions
virtual void relax (LevelData< MFCellFAB > &a_e, const LevelData< MFCellFAB > &a_residual, int iterations)
virtual void createCoarser (LevelData< MFCellFAB > &a_coarse, const LevelData< MFCellFAB > &a_fine, bool ghosted)
virtual void restrictResidual (LevelData< MFCellFAB > &a_resCoarse, LevelData< MFCellFAB > &a_phiFine, const LevelData< MFCellFAB > &a_rhsFine)
virtual void prolongIncrement (LevelData< MFCellFAB > &a_phiThisLevel, const LevelData< MFCellFAB > &a_correctCoarse)
AMRLevelOp functions
virtual int refToCoarser ()
virtual void AMRResidual (LevelData< MFCellFAB > &a_residual, const LevelData< MFCellFAB > &a_phiFine, const LevelData< MFCellFAB > &a_phi, const LevelData< MFCellFAB > &a_phiCoarse, const LevelData< MFCellFAB > &a_rhs, bool a_homogeneousBC, AMRLevelOp< LevelData< MFCellFAB > > *a_finerOp)
virtual void AMRResidualNC (LevelData< MFCellFAB > &a_residual, const LevelData< MFCellFAB > &a_phiFine, const LevelData< MFCellFAB > &a_phi, const LevelData< MFCellFAB > &a_rhs, bool a_homogeneousBC, AMRLevelOp< LevelData< MFCellFAB > > *a_finerOp)
virtual void AMRResidualNF (LevelData< MFCellFAB > &a_residual, const LevelData< MFCellFAB > &a_phi, const LevelData< MFCellFAB > &a_phiCoarse, const LevelData< MFCellFAB > &a_rhs, bool a_homogeneousBC)
virtual void AMROperator (LevelData< MFCellFAB > &a_LofPhi, const LevelData< MFCellFAB > &a_phiFine, const LevelData< MFCellFAB > &a_phi, const LevelData< MFCellFAB > &a_phiCoarse, bool a_homogeneousBC, AMRLevelOp< LevelData< MFCellFAB > > *a_finerOp)
virtual void AMROperatorNC (LevelData< MFCellFAB > &a_LofPhi, const LevelData< MFCellFAB > &a_phiFine, const LevelData< MFCellFAB > &a_phi, bool a_homogeneousBC, AMRLevelOp< LevelData< MFCellFAB > > *a_finerOp)
virtual void AMROperatorNF (LevelData< MFCellFAB > &a_LofPhi, const LevelData< MFCellFAB > &a_phi, const LevelData< MFCellFAB > &a_phiCoarse, bool a_homogeneousBC)
virtual void AMRRestrict (LevelData< MFCellFAB > &a_resCoarse, const LevelData< MFCellFAB > &a_residual, const LevelData< MFCellFAB > &a_correction, const LevelData< MFCellFAB > &a_coarseCorrection, bool a_skip_res)
virtual void AMRProlong (LevelData< MFCellFAB > &a_correction, const LevelData< MFCellFAB > &a_coarseCorrection)
virtual void AMRUpdateResidual (LevelData< MFCellFAB > &a_residual, const LevelData< MFCellFAB > &a_correction, const LevelData< MFCellFAB > &a_coarseCorrection)
virtual Real AMRNorm (const LevelData< MFCellFAB > &a_coarseResid, const LevelData< MFCellFAB > &a_fineResid, const int &a_refRat, const int &a_ord)

Public Attributes

int m_relax
Vector< IntVectm_colors

Protected Member Functions

void computeBoundaryN (const LevelData< MFCellFAB > &a_phi, bool a_homogeneous)
void levelJacobi (LevelData< MFCellFAB > &a_phi, const LevelData< MFCellFAB > &a_rhs)
void levelGSRB (LevelData< MFCellFAB > &a_phi, const LevelData< MFCellFAB > &a_rhs)
void levelMulticolorGS (LevelData< MFCellFAB > &a_phi, const LevelData< MFCellFAB > &a_rhs)
Real kappaNorm (Real &a_volume, const LevelData< MFCellFAB > &a_data, int a_p) const

Protected Attributes

Vector< Realm_beta
Vector< Realm_bCoef
Vector< Realm_alpha
Vector< Realm_aCoef
RealVect m_dx
RealVect m_dxCrse
ProblemDomain m_domain
Vector< EBAMRPoissonOp * > m_ebops
Vector< LevelData< EBCellFAB > * > m_alias
LevelDataOps< MFCellFABm_ops
LevelData< MFCellFABm_tmp
LevelData< MFCellFABm_weights
LevelData< BaseIVFAB< Real > > m_boundaryD [2]
LevelData< BaseIVFAB< Real > > m_boundaryN [2]
InterfaceJump m_jump
int m_refToCoarser
int m_refToFiner
int m_phases
int m_ncomp
IntVect m_ghostPhi
IntVect m_ghostRHS

Classes

class  StencilIndex
class  StencilIndexComparator

Constructor & Destructor Documentation

MFPoissonOp::MFPoissonOp (  )  [inline]

Default constructor.

virtual MFPoissonOp::~MFPoissonOp (  )  [virtual]

destructor


Member Function Documentation

void MFPoissonOp::define ( const MFIndexSpace a_mfis,
int  a_ncomp,
const DisjointBoxLayout a_grids,
const DisjointBoxLayout a_gridsCoarMG,
const bool &  a_hasMGObjects,
const bool &  a_layoutChanged,
const DisjointBoxLayout a_gridsFiner,
const DisjointBoxLayout a_gridsCoarser,
const RealVect a_dxLevel,
int  a_refRatio,
int  a_refRatioFiner,
const ProblemDomain a_domain,
const Vector< RefCountedPtr< BaseDomainBC > > &  a_bc,
const IntVect a_ghostPhi,
const IntVect a_ghostRHS,
bool  hasCoarser,
bool  hasFiner,
const Vector< Real > &  a_alpha,
const Vector< Real > &  a_beta 
)

full define function for AMRLevelOp with both coarser and finer levels

virtual void MFPoissonOp::setAlphaAndBeta ( const Real a_alpha,
const Real a_beta 
) [virtual]

Sets the scaling constants in the Helmholtz equation.

Parameters:
a_alpha The scaling constant that multiplies the identity term.
a_beta The scaling constant that multiplies the derivative term.

Implements TGAHelmOp< LevelData< MFCellFAB > >.

virtual void MFPoissonOp::diagonalScale ( LevelData< MFCellFAB > &  a_rhs  )  [virtual]

(TGA) set diagonal scale of the operator

Reimplemented from TGAHelmOp< LevelData< MFCellFAB > >.

virtual void MFPoissonOp::divideByIdentityCoef ( LevelData< MFCellFAB > &  a_rhs  )  [inline, virtual]

TGA --no op in this case.

Implements TGAHelmOp< LevelData< MFCellFAB > >.

virtual void MFPoissonOp::applyOpNoBoundary ( LevelData< MFCellFAB > &  a_opPhi,
const LevelData< MFCellFAB > &  a_phi 
) [virtual]

(TGA) apply operator without any boundary or coarse-fine boundary conditions and no finer level

Implements TGAHelmOp< LevelData< MFCellFAB > >.

virtual void MFPoissonOp::setTime ( Real  a_time  )  [virtual]

Sets the time-dependent state of the operator. The default implementation does nothing and is appropriate for time-independent operators.

Parameters:
a_time The time to be used to update the time-dependent operator.

Reimplemented from TGAHelmOp< LevelData< MFCellFAB > >.

virtual void MFPoissonOp::residual ( LevelData< MFCellFAB > &  a_lhs,
const LevelData< MFCellFAB > &  a_phi,
const LevelData< MFCellFAB > &  a_rhs,
bool  a_homogeneous = false 
) [virtual]

Say you are solving L(phi) = rhs. Make a_lhs = L(a_phi) - a_rhs. If a_homogeneous is true, evaluate the operator using homogeneous boundary conditions.

Implements LinearOp< LevelData< MFCellFAB > >.

virtual void MFPoissonOp::preCond ( LevelData< MFCellFAB > &  a_correction,
const LevelData< MFCellFAB > &  a_residual 
) [virtual]

Apply the preconditioner.

Implements LinearOp< LevelData< MFCellFAB > >.

virtual void MFPoissonOp::applyOp ( LevelData< MFCellFAB > &  a_lhs,
const LevelData< MFCellFAB > &  a_phi,
DataIterator a_dit,
bool  a_homogeneous = false 
) [virtual]

virtual void MFPoissonOp::applyOp ( LevelData< MFCellFAB > &  a_lhs,
const LevelData< MFCellFAB > &  a_phi,
bool  a_homogeneous = false 
) [virtual]

In the context of solving L(phi) = rhs, set a_lhs = L(a_phi). If a_homogeneous is true, evaluate the operator using homogeneous boundary conditions.

Implements LinearOp< LevelData< MFCellFAB > >.

virtual void MFPoissonOp::create ( LevelData< MFCellFAB > &  a_lhs,
const LevelData< MFCellFAB > &  a_rhs 
) [virtual]

create a clone of this MFPoissonOp

Implements LinearOp< LevelData< MFCellFAB > >.

virtual void MFPoissonOp::createCoarsened ( LevelData< MFCellFAB > &  a_lhs,
const LevelData< MFCellFAB > &  a_rhs,
const int &  a_refRat 
) [virtual]

virtual void MFPoissonOp::assign ( LevelData< MFCellFAB > &  a_lhs,
const LevelData< MFCellFAB > &  a_rhs 
) [virtual]

Set a_lhs equal to a_rhs.

Implements LinearOp< LevelData< MFCellFAB > >.

virtual Real MFPoissonOp::dotProduct ( const LevelData< MFCellFAB > &  a_1,
const LevelData< MFCellFAB > &  a_2 
) [virtual]

Compute and return the dot product of a_1 and a_2. In most contexts, this means return the sum over all data points of a_1*a_2.

Implements LinearOp< LevelData< MFCellFAB > >.

virtual void MFPoissonOp::incr ( LevelData< MFCellFAB > &  a_lhs,
const LevelData< MFCellFAB > &  a_x,
Real  a_scale 
) [virtual]

Increment by scaled amount (a_lhs += a_scale*a_x).

Implements LinearOp< LevelData< MFCellFAB > >.

virtual void MFPoissonOp::axby ( LevelData< MFCellFAB > &  a_lhs,
const LevelData< MFCellFAB > &  a_x,
const LevelData< MFCellFAB > &  a_y,
Real  a_a,
Real  a_b 
) [virtual]

Set input to a scaled sum (a_lhs = a_a*a_x + a_b*a_y).

Implements LinearOp< LevelData< MFCellFAB > >.

virtual void MFPoissonOp::scale ( LevelData< MFCellFAB > &  a_lhs,
const Real a_scale 
) [virtual]

Multiply the input by a given scale (a_lhs *= a_scale).

Implements LinearOp< LevelData< MFCellFAB > >.

virtual Real MFPoissonOp::norm ( const LevelData< MFCellFAB > &  a_rhs,
int  a_ord 
) [virtual]

Return the norm of a_rhs. a_ord == 0 max norm, a_ord == 1 sum(abs(a_rhs)), else, L(a_ord) norm.

Implements LinearOp< LevelData< MFCellFAB > >.

virtual void MFPoissonOp::setToZero ( LevelData< MFCellFAB > &  a_lhs  )  [virtual]

Set a_lhs to zero.

Implements LinearOp< LevelData< MFCellFAB > >.

virtual void MFPoissonOp::relax ( LevelData< MFCellFAB > &  a_correction,
const LevelData< MFCellFAB > &  a_residual,
int  a_iterations 
) [virtual]

Use your relaxtion operator to remove the high frequency wave numbers from the correction so that it may be averaged to a coarser refinement. A point relaxtion scheme, for example takes the form a_correction -= lambda*(L(a_correction) - a_residual).

Implements MGLevelOp< LevelData< MFCellFAB > >.

virtual void MFPoissonOp::createCoarser ( LevelData< MFCellFAB > &  a_coarse,
const LevelData< MFCellFAB > &  a_fine,
bool  ghosted 
) [virtual]

Create a coarsened (by two) version of the input data. This does not include averaging the data. So if a_fine is over a Box of (0, 0, 0) (63, 63, 63), a_fine should be over a Box (0, 0, 0) (31, 31, 31).

Implements MGLevelOp< LevelData< MFCellFAB > >.

virtual void MFPoissonOp::restrictResidual ( LevelData< MFCellFAB > &  a_resCoarse,
LevelData< MFCellFAB > &  a_phiFine,
const LevelData< MFCellFAB > &  a_rhsFine 
) [virtual]

calculate restricted residual a_resCoarse[2h] = I[h->2h] (rhsFine[h] - L[h](phiFine[h])

Implements MGLevelOp< LevelData< MFCellFAB > >.

virtual void MFPoissonOp::prolongIncrement ( LevelData< MFCellFAB > &  a_phiThisLevel,
const LevelData< MFCellFAB > &  a_correctCoarse 
) [virtual]

correct the fine solution based on coarse correction a_phiThisLevel += I[2h->h](a_correctCoarse)

Implements MGLevelOp< LevelData< MFCellFAB > >.

virtual int MFPoissonOp::refToCoarser (  )  [inline, virtual]

returns 1 when there are no coarser AMRLevelOp objects

Implements AMRLevelOp< LevelData< MFCellFAB > >.

References m_refToCoarser.

virtual void MFPoissonOp::AMRResidual ( LevelData< MFCellFAB > &  a_residual,
const LevelData< MFCellFAB > &  a_phiFine,
const LevelData< MFCellFAB > &  a_phi,
const LevelData< MFCellFAB > &  a_phiCoarse,
const LevelData< MFCellFAB > &  a_rhs,
bool  a_homogeneousBC,
AMRLevelOp< LevelData< MFCellFAB > > *  a_finerOp 
) [virtual]

a_residual = a_rhs - L(a_phi, a_phiFine, a_phiCoarse)

Implements AMRLevelOp< LevelData< MFCellFAB > >.

virtual void MFPoissonOp::AMRResidualNC ( LevelData< MFCellFAB > &  a_residual,
const LevelData< MFCellFAB > &  a_phiFine,
const LevelData< MFCellFAB > &  a_phi,
const LevelData< MFCellFAB > &  a_rhs,
bool  a_homogeneousBC,
AMRLevelOp< LevelData< MFCellFAB > > *  a_finerOp 
) [virtual]

residual assuming no more coarser AMR levels

Implements AMRLevelOp< LevelData< MFCellFAB > >.

virtual void MFPoissonOp::AMRResidualNF ( LevelData< MFCellFAB > &  a_residual,
const LevelData< MFCellFAB > &  a_phi,
const LevelData< MFCellFAB > &  a_phiCoarse,
const LevelData< MFCellFAB > &  a_rhs,
bool  a_homogeneousBC 
) [virtual]

a_residual = a_rhs - L(a_phi, a_phiCoarse)

Implements AMRLevelOp< LevelData< MFCellFAB > >.

virtual void MFPoissonOp::AMROperator ( LevelData< MFCellFAB > &  a_LofPhi,
const LevelData< MFCellFAB > &  a_phiFine,
const LevelData< MFCellFAB > &  a_phi,
const LevelData< MFCellFAB > &  a_phiCoarse,
bool  a_homogeneousBC,
AMRLevelOp< LevelData< MFCellFAB > > *  a_finerOp 
) [virtual]

apply AMR operator, including coarse-fine matching conditions

Implements AMRLevelOp< LevelData< MFCellFAB > >.

virtual void MFPoissonOp::AMROperatorNC ( LevelData< MFCellFAB > &  a_LofPhi,
const LevelData< MFCellFAB > &  a_phiFine,
const LevelData< MFCellFAB > &  a_phi,
bool  a_homogeneousBC,
AMRLevelOp< LevelData< MFCellFAB > > *  a_finerOp 
) [virtual]

AMR operator assuming no more coarser AMR levels

Implements AMRLevelOp< LevelData< MFCellFAB > >.

virtual void MFPoissonOp::AMROperatorNF ( LevelData< MFCellFAB > &  a_LofPhi,
const LevelData< MFCellFAB > &  a_phi,
const LevelData< MFCellFAB > &  a_phiCoarse,
bool  a_homogeneousBC 
) [virtual]

AMR operator assuming no finer level

Implements AMRLevelOp< LevelData< MFCellFAB > >.

virtual void MFPoissonOp::AMRRestrict ( LevelData< MFCellFAB > &  a_resCoarse,
const LevelData< MFCellFAB > &  a_residual,
const LevelData< MFCellFAB > &  a_correction,
const LevelData< MFCellFAB > &  a_coarseCorrection,
bool  a_skip_res 
) [virtual]

a_resCoarse = I[h-2h]( a_residual - L(a_correction, a_coarseCorrection)) it is assumed that a_resCoarse has already been filled in with the coarse version of AMRResidualNF and that this operation is free to overwrite in the overlap regions.

Implements AMRLevelOp< LevelData< MFCellFAB > >.

virtual void MFPoissonOp::AMRProlong ( LevelData< MFCellFAB > &  a_correction,
const LevelData< MFCellFAB > &  a_coarseCorrection 
) [virtual]

a_correction += I[h->h](a_coarseCorrection)

Implements AMRLevelOp< LevelData< MFCellFAB > >.

virtual void MFPoissonOp::AMRUpdateResidual ( LevelData< MFCellFAB > &  a_residual,
const LevelData< MFCellFAB > &  a_correction,
const LevelData< MFCellFAB > &  a_coarseCorrection 
) [virtual]

a_residual = a_residual - L(a_correction, a_coarseCorrection)

Implements AMRLevelOp< LevelData< MFCellFAB > >.

virtual Real MFPoissonOp::AMRNorm ( const LevelData< MFCellFAB > &  a_coarseResid,
const LevelData< MFCellFAB > &  a_fineResid,
const int &  a_refRat,
const int &  a_ord 
) [virtual]

compute norm over all cells on coarse not covered by finer

Reimplemented from AMRLevelOp< LevelData< MFCellFAB > >.

void MFPoissonOp::setJump ( const Real gD,
const Real gN 
)

set the jump conditions at the multifluid interface

void MFPoissonOp::setJump ( const RealVect a_gD,
const RealVect a_gN 
)

void MFPoissonOp::setJump ( const Vector< RefCountedPtr< BaseBCValue > > &  a_phiValVect,
const Vector< RefCountedPtr< BaseBCValue > > &  a_flxValVect 
)

version where we want to specify the interface jumps through analytic function

void MFPoissonOp::setVal ( LevelData< MFCellFAB > &  a_phi,
const Vector< Real a_values 
) const

EBAMRPoissonOp* MFPoissonOp::ebOp ( int  phase  )  [inline]

References m_ebops.

Real MFPoissonOp::totalBoundaryFlux ( int  a_phase,
const LevelData< MFCellFAB > &  a_phi,
Real  a_factor = 1.0,
bool  a_divideByTotalArea = true 
)

return total flux across all irregular faces in a_phase

void MFPoissonOp::getBoundaryValues ( LevelData< MFCellFAB > &  a_phi,
LevelData< MFCellFAB > &  a_dPhi_dN,
Real  a_invalidVal = 1.2345678e90 
)

Real MFPoissonOp::exactBoundaryFlux ( int  a_phase,
RefCountedPtr< BaseBCValue a_flxVal,
RealVect a_origin,
const Real a_time 
)

void MFPoissonOp::dumpStencilMatrix (  ) 

void MFPoissonOp::dumpReferenceStencilMatrix (  ) 

ProblemDomain MFPoissonOp::getDomain (  )  [inline]

return my domain

References m_domain.

void MFPoissonOp::getFlux ( MFFluxFAB a_flux,
const LevelData< MFCellFAB > &  a_data,
const Box a_grid,
const DataIndex a_dit,
Real  a_scale 
)

return fluxes at cell boundaries. at present only does regular faces.

void MFPoissonOp::computeBoundaryN ( const LevelData< MFCellFAB > &  a_phi,
bool  a_homogeneous 
) [protected]

void MFPoissonOp::levelJacobi ( LevelData< MFCellFAB > &  a_phi,
const LevelData< MFCellFAB > &  a_rhs 
) [protected]

void MFPoissonOp::levelGSRB ( LevelData< MFCellFAB > &  a_phi,
const LevelData< MFCellFAB > &  a_rhs 
) [protected]

void MFPoissonOp::levelMulticolorGS ( LevelData< MFCellFAB > &  a_phi,
const LevelData< MFCellFAB > &  a_rhs 
) [protected]

Real MFPoissonOp::kappaNorm ( Real a_volume,
const LevelData< MFCellFAB > &  a_data,
int  a_p 
) const [protected]


Member Data Documentation

Referenced by getDomain().

Referenced by ebOp().

int MFPoissonOp::m_refToCoarser [protected]

Referenced by refToCoarser().

int MFPoissonOp::m_refToFiner [protected]

int MFPoissonOp::m_phases [protected]

int MFPoissonOp::m_ncomp [protected]


The documentation for this class was generated from the following file:

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