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Bembel::HelmholtzSingleLayerPotential< LinOp > Class Template Reference

This class implements the specification of the integration for the single layer potential for Helmholtz. More...

#include <SingleLayerPotential.hpp>

Inheritance diagram for Bembel::HelmholtzSingleLayerPotential< LinOp >:
Collaboration diagram for Bembel::HelmholtzSingleLayerPotential< LinOp >:

Detailed Description

template<typename LinOp>
class Bembel::HelmholtzSingleLayerPotential< LinOp >

This class implements the specification of the integration for the single layer potential for Helmholtz.

Definition at line 35 of file SingleLayerPotential.hpp.

Public Member Functions

Eigen::Matrix< typename PotentialReturnScalar< typename LinearOperatorTraits< LinOp >::Scalar, std::complex< double > >::Scalar, 1, 1 > evaluateIntegrand_impl (const FunctionEvaluator< LinOp > &fun_ev, const ElementTreeNode &element, const Eigen::Vector3d &point, const SurfacePoint &p) const
 
std::complex< doubleevaluateKernel (const Eigen::Vector3d &x, const Eigen::Vector3d &y) const
 Fundamental solution of Laplace problem.
 
void set_wavenumber (std::complex< double > wavenumber)
 
std::complex< doubleget_wavenumber ()
 
- Public Member Functions inherited from Bembel::PotentialBase< HelmholtzSingleLayerPotential< LinOp >, LinOp >
Eigen::Matrix< typename PotentialReturnScalar< typename LinearOperatorTraits< LinOp >::Scalar, typename PotentialTraits< HelmholtzSingleLayerPotential< LinOp > >::Scalar >::Scalar, 1, PotentialTraits< HelmholtzSingleLayerPotential< LinOp > >::OutputSpaceDimension > evaluateIntegrand (const AnsatzSpace< LinOp > &ansatz_space, const Eigen::Matrix< typename LinearOperatorTraits< LinOp >::Scalar, Eigen::Dynamic, getFunctionSpaceVectorDimension< LinearOperatorTraits< LinOp >::Form >()> &coeff, const Eigen::VectorXd &point, const SurfacePoint &p) const
 
HelmholtzSingleLayerPotential< LinOp > & derived ()
 
const HelmholtzSingleLayerPotential< LinOp > & derived () const
 

Constructor & Destructor Documentation

◆ HelmholtzSingleLayerPotential()

template<typename LinOp >
Bembel::HelmholtzSingleLayerPotential< LinOp >::HelmholtzSingleLayerPotential ( )
inline

Definition at line 40 of file SingleLayerPotential.hpp.

Member Function Documentation

◆ evaluateIntegrand_impl()

template<typename LinOp >
Eigen::Matrix< typename PotentialReturnScalar< typename LinearOperatorTraits< LinOp >::Scalar, std::complex< double > >::Scalar, 1, 1 > Bembel::HelmholtzSingleLayerPotential< LinOp >::evaluateIntegrand_impl ( const FunctionEvaluator< LinOp > &  fun_ev,
const ElementTreeNode element,
const Eigen::Vector3d &  point,
const SurfacePoint p 
) const
inline

Definition at line 45 of file SingleLayerPotential.hpp.

◆ evaluateKernel()

template<typename LinOp >
std::complex< double > Bembel::HelmholtzSingleLayerPotential< LinOp >::evaluateKernel ( const Eigen::Vector3d &  x,
const Eigen::Vector3d &  y 
) const
inline

Fundamental solution of Laplace problem.

Definition at line 78 of file SingleLayerPotential.hpp.

◆ get_wavenumber()

template<typename LinOp >
std::complex< double > Bembel::HelmholtzSingleLayerPotential< LinOp >::get_wavenumber ( )
inline

Definition at line 93 of file SingleLayerPotential.hpp.

◆ set_wavenumber()

template<typename LinOp >
void Bembel::HelmholtzSingleLayerPotential< LinOp >::set_wavenumber ( std::complex< double wavenumber)
inline

Definition at line 87 of file SingleLayerPotential.hpp.


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