laplacianScheme.H File Reference

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Classes
class	fvMatrix< Type >
	A special matrix type and solver, designed for finite volume solutions of scalar equations. Face addressing is used to make all matrix assembly and solution loops vectorise. More...
class	laplacianScheme< Type, GType >
	Abstract base class for laplacian schemes. More...

Namespaces
	Foam
	Namespace for OpenFOAM.
	Foam::fv
	Namespace for finite-volume.

Macros
#define	makeFvLaplacianTypeScheme(SS, GType, Type)
#define	makeFvLaplacianScheme(SS)

Detailed Description

Original source file laplacianScheme.H

Definition in file laplacianScheme.H.

Macro Definition Documentation

makeFvLaplacianTypeScheme

#define makeFvLaplacianTypeScheme	(		SS,
			GType,
			Type
	)

Value:

typedef Foam::fv::SS<Foam::Type, Foam::GType> SS##Type##GType;             \
    defineNamedTemplateTypeNameAndDebug(SS##Type##GType, 0);                   \
                                                                               \
    namespace Foam                                                             \
    {                                                                          \
        namespace fv                                                           \
        {                                                                      \
            typedef SS<Type, GType> SS##Type##GType;                           \
                                                                               \
            laplacianScheme<Type, GType>::                                     \
                addIstreamConstructorToTable<SS<Type, GType>>                  \
                add##SS##Type##GType##IstreamConstructorToTable_;              \
        }                                                                      \
    }

Definition at line 215 of file laplacianScheme.H.

makeFvLaplacianScheme

#define makeFvLaplacianScheme

(

SS

)

Value:

\
makeFvLaplacianTypeScheme(SS, scalar, scalar)                                  \
makeFvLaplacianTypeScheme(SS, symmTensor, scalar)                              \
makeFvLaplacianTypeScheme(SS, tensor, scalar)                                  \
makeFvLaplacianTypeScheme(SS, scalar, vector)                                  \
makeFvLaplacianTypeScheme(SS, symmTensor, vector)                              \
makeFvLaplacianTypeScheme(SS, tensor, vector)                                  \
makeFvLaplacianTypeScheme(SS, scalar, sphericalTensor)                         \
makeFvLaplacianTypeScheme(SS, symmTensor, sphericalTensor)                     \
makeFvLaplacianTypeScheme(SS, tensor, sphericalTensor)                         \
makeFvLaplacianTypeScheme(SS, scalar, symmTensor)                              \
makeFvLaplacianTypeScheme(SS, symmTensor, symmTensor)                          \
makeFvLaplacianTypeScheme(SS, tensor, symmTensor)                              \
makeFvLaplacianTypeScheme(SS, scalar, tensor)                                  \
makeFvLaplacianTypeScheme(SS, symmTensor, tensor)                              \
makeFvLaplacianTypeScheme(SS, tensor, tensor)

Definition at line 232 of file laplacianScheme.H.