Detailed Description

Definition at line 33 of file HypersingularOperator.hpp.

Public Member Functions
template<class T >
void	evaluateIntegrand_impl (const T &super_space, const SurfacePoint &p1, const SurfacePoint &p2, Eigen::Matrix< typename LinearOperatorTraits< LaplaceHypersingularOperator >::Scalar, Eigen::Dynamic, Eigen::Dynamic > *intval) const

Eigen::Matrix< double, 2, 2 >	evaluateFMMInterpolation_impl (const SurfacePoint &p1, const SurfacePoint &p2) const

double	evaluateKernel (const Eigen::Vector3d &x, const Eigen::Vector3d &y) const
	Fundamental solution of Laplace problem.

Public Member Functions inherited from Bembel::LinearOperatorBase< LaplaceHypersingularOperator >
void	evaluateIntegrand (const T &super_space, const SurfacePoint &p1, const SurfacePoint &p2, Eigen::Matrix< typename LinearOperatorTraits< LaplaceHypersingularOperator >::Scalar, Eigen::Dynamic, Eigen::Dynamic > *intval) const

Eigen::Matrix< typename LinearOperatorTraits< LaplaceHypersingularOperator >::Scalar, getFunctionSpaceVectorDimension< LinearOperatorTraits< LaplaceHypersingularOperator >::Form >) LinearOperatorTraits< LaplaceHypersingularOperator >::NumberOfFMMComponents, getFunctionSpaceVectorDimension< LinearOperatorTraits< LaplaceHypersingularOperator >::Form >) LinearOperatorTraits< LaplaceHypersingularOperator >::NumberOfFMMComponents >	evaluateFMMInterpolation (const SurfacePoint &p1, const SurfacePoint &p2) const

int	get_FarfieldQuadratureDegree (int ansatz_degree) const

int	getNearfieldQuadratureDegree (int ansatz_degree, double distance, int level) const
	Compute quadrature degree for numerical integretation close to the singularity based on distance, refinement level, degree of ansatz functions and operator_order. More...

LaplaceHypersingularOperator &	derived ()

const LaplaceHypersingularOperator &	derived () const

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

Bembel/src/Laplace/HypersingularOperator.hpp

Detailed Description

Public Member Functions