helmholtz_3d_nearly_singular_integrals.hpp File Reference

Nearly singular integrals for Helmholtz kernels. More...

#include "field_type_helpers.hpp"
#include "helmholtz_kernel.hpp"
#include "laplace_kernel.hpp"
#include "laplace_3d_nearly_singular_integrals.hpp"
#include "nearly_singular_collocational.hpp"
#include "nearly_singular_collocational_telles.hpp"
#include "quadrature_store_helper.hpp"
#include "../core/nearly_singular_planar_constant_collocation_shortcut.hpp"

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Classes
class	NiHu::helmholtz_3d_SLP_collocation_constant_plane_nearly_singular
	Nearly singular collocational integral of the 3D Helmholtz SLP kernel over planes. More...
class	NiHu::helmholtz_3d_DLP_collocation_constant_plane_nearly_singular
	nearly singular collocational integral of the 3D Helmholtz DLP kernel over planes The singular static part is redirected to the corresponding Laplace kernel The regular dynamic part is integrated numerically using a regular quadrature More...
class	NiHu::helmholtz_3d_DLPt_collocation_constant_plane_nearly_singular
	nearly singular collocational integral of the 3D Helmholtz DLPt kernel over planes More...
class	NiHu::helmholtz_3d_HSP_collocation_constant_plane_nearly_singular
	nearly singular collocational integral of the 3D Helmholtz HSP kernel over planes The singular static part is redirected to the corresponding Laplace kernel The regular dynamic part is integrated numerically using a regular quadrature More...
class	NiHu::nearly_singular_integral< helmholtz_3d_SLP_kernel< WaveNumber >, TestField, TrialField, typename std::enable_if< is_collocational< TestField, TrialField >::value &&is_constant_tria< TrialField >::value >::type >
	Nearly singular collocation integral, 3D Helmholtz SLP, constant linear tria. More...
class	NiHu::nearly_singular_integral< helmholtz_3d_SLP_kernel< WaveNumber >, TestField, TrialField, typename std::enable_if< is_collocational< TestField, TrialField >::value &&!is_constant_tria< TrialField >::value >::type >
	Nearly singular collocation integral, 3D Helmholtz SLP, not constant linear tria. More...
class	NiHu::nearly_singular_integral< helmholtz_3d_DLP_kernel< WaveNumber >, TestField, TrialField, typename std::enable_if< is_collocational< TestField, TrialField >::value &&is_constant_tria< TrialField >::value >::type >
class	NiHu::nearly_singular_integral< helmholtz_3d_DLP_kernel< WaveNumber >, TestField, TrialField, typename std::enable_if< is_collocational< TestField, TrialField >::value &&!is_constant_tria< TrialField >::value >::type >
class	NiHu::nearly_singular_integral< helmholtz_3d_DLPt_kernel< WaveNumber >, TestField, TrialField, typename std::enable_if< is_collocational< TestField, TrialField >::value &&is_constant_tria< TrialField >::value >::type >
class	NiHu::nearly_singular_integral< helmholtz_3d_DLPt_kernel< WaveNumber >, TestField, TrialField, typename std::enable_if< is_collocational< TestField, TrialField >::value &&!is_constant_tria< TrialField >::value >::type >
	collocational near.sing. integral of the Helmholtz DLPt kernel over constant tria More...
class	NiHu::nearly_singular_integral< helmholtz_3d_HSP_kernel< WaveNumber >, TestField, TrialField, typename std::enable_if< is_collocational< TestField, TrialField >::value &&is_constant_tria< TrialField >::value >::type >
class	NiHu::nearly_singular_integral< helmholtz_3d_HSP_kernel< WaveNumber >, TestField, TrialField, typename std::enable_if< is_collocational< TestField, TrialField >::value &&!is_constant_tria< TrialField >::value >::type >
class	NiHu::nearly_singular_planar_constant_collocation_shortcut< helmholtz_3d_SLP_kernel< WaveNumber >, Elem >
class	NiHu::nearly_singular_planar_constant_collocation_shortcut< helmholtz_3d_DLP_kernel< WaveNumber >, Elem >
class	NiHu::nearly_singular_planar_constant_collocation_shortcut< helmholtz_3d_DLPt_kernel< WaveNumber >, Elem >
class	NiHu::nearly_singular_planar_constant_collocation_shortcut< helmholtz_3d_HSP_kernel< WaveNumber >, Elem >

Detailed Description

Nearly singular integrals for Helmholtz kernels.

Definition in file helmholtz_3d_nearly_singular_integrals.hpp.