Kernel functor for the hypersingular operator associated with the Laplace equation in 3D, applicable for test and trial points lying on nonadjacent elements. More...

#include </home/wojtek/Projects/BEM/bempp-sven/bempp/lib/fiber/laplace_3d_hypersingular_off_diagonal_kernel_functor.hpp>

Public Types
typedef ValueType_	ValueType

typedef ScalarTraits < ValueType >::RealType	CoordinateType

Public Member Functions
int	kernelCount () const

int	kernelRowCount (int) const

int	kernelColCount (int) const

void	addGeometricalDependencies (size_t &testGeomDeps, size_t &trialGeomDeps) const

template<template< typename T > class CollectionOf2dSlicesOfNdArrays>
void	evaluate (const ConstGeometricalDataSlice< CoordinateType > &testGeomData, const ConstGeometricalDataSlice< CoordinateType > &trialGeomData, CollectionOf2dSlicesOfNdArrays< ValueType > &result) const

Detailed Description

template<typename ValueType_>
class Fiber::Laplace3dHypersingularOffDiagonalKernelFunctor< ValueType_ >

Kernel functor for the hypersingular operator associated with the Laplace equation in 3D, applicable for test and trial points lying on nonadjacent elements.

Template Parameters

ValueType Type used to represent the values of the kernel. It can be one of: float, double, std::complex<float> and std::complex<double>.

See Also: Laplace equation in 3D

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

/home/wojtek/Projects/BEM/bempp-sven/bempp/lib/fiber/laplace_3d_hypersingular_off_diagonal_kernel_functor.hpp

Public Types

Public Member Functions

Detailed Description

template<typename ValueType_> class Fiber::Laplace3dHypersingularOffDiagonalKernelFunctor< ValueType_ >

template<typename ValueType_>
class Fiber::Laplace3dHypersingularOffDiagonalKernelFunctor< ValueType_ >