NiHu::singular_integral_shortcut< laplace_3d_SLP_kernel, TestField, TrialField, match::match_2d_type, typename std::enable_if< std::is_same< typename get_formalism< TestField, TrialField >::type, formalism::general >::value &&std::is_same< typename TrialField::lset_t, tria_1_shape_set >::value &&std::is_same< typename TrialField::nset_t, tria_0_shape_set >::value &&std::is_same< typename TestField::nset_t, tria_0_shape_set >::value >::type > Class Template Reference

Galerkin singular integral of the Laplace SLP kernel over a constant triangle. More...

#include <lenoir_salles_2012.hpp>

Static Public Member Functions
template<class scalar_t >
static void	gamma_splus_sminus (tria_1_elem const &elem, scalar_t gamma[], scalar_t splus[], scalar_t sminus[])
	helper function to compute geometrical parameters of a triangle More...
template<class result_t >
static result_t &	eval (result_t &result, kernel_base< laplace_3d_SLP_kernel > const &, field_base< TestField > const &, field_base< TrialField > const &trial_field, element_match const &)
	evaluate singular integral More...

Detailed Description

template<class TestField, class TrialField>
class NiHu::singular_integral_shortcut< laplace_3d_SLP_kernel, TestField, TrialField, match::match_2d_type, typename std::enable_if< std::is_same< typename get_formalism< TestField, TrialField >::type, formalism::general >::value &&std::is_same< typename TrialField::lset_t, tria_1_shape_set >::value &&std::is_same< typename TrialField::nset_t, tria_0_shape_set >::value &&std::is_same< typename TestField::nset_t, tria_0_shape_set >::value >::type >

Galerkin singular integral of the Laplace SLP kernel over a constant triangle.

Template Parameters

TestField	the test field type
TrialField	the trial field type

Definition at line 49 of file lenoir_salles_2012.hpp.

Member Function Documentation

eval()

template<class TestField , class TrialField >

template<class result_t >

static result_t& NiHu::singular_integral_shortcut< laplace_3d_SLP_kernel, TestField, TrialField, match::match_2d_type, typename std::enable_if< std::is_same< typename get_formalism< TestField, TrialField >::type, formalism::general >::value &&std::is_same< typename TrialField::lset_t, tria_1_shape_set >::value &&std::is_same< typename TrialField::nset_t, tria_0_shape_set >::value &&std::is_same< typename TestField::nset_t, tria_0_shape_set >::value >::type >::eval ( result_t &  result, kernel_base< laplace_3d_SLP_kernel > const &  , field_base< TestField > const &  , field_base< TrialField > const &  trial_field, element_match const &    )

inlinestatic

evaluate singular integral

Template Parameters

result_t

the result matrix type

Parameters

result	the result matrix reference
trial_field	the trial field instance

Returns

reference to the result matrix

Definition at line 100 of file lenoir_salles_2012.hpp.

gamma_splus_sminus()

template<class TestField , class TrialField >

template<class scalar_t >

static void NiHu::singular_integral_shortcut< laplace_3d_SLP_kernel, TestField, TrialField, match::match_2d_type, typename std::enable_if< std::is_same< typename get_formalism< TestField, TrialField >::type, formalism::general >::value &&std::is_same< typename TrialField::lset_t, tria_1_shape_set >::value &&std::is_same< typename TrialField::nset_t, tria_0_shape_set >::value &&std::is_same< typename TestField::nset_t, tria_0_shape_set >::value >::type >::gamma_splus_sminus ( tria_1_elem const &  elem, scalar_t  gamma[], scalar_t  splus[], scalar_t  sminus[]  )

inlinestatic

helper function to compute geometrical parameters of a triangle

Template Parameters

scalar_t

the scalar type of the parameters

Parameters

[in]	elem	the triangle element
[out]	gamma	distance of a corner from the opposite side vector
[out]	splus	signed distance of other corner from the projection point
[out]	sminus	signed distance of other corner from the projection point

Definition at line 69 of file lenoir_salles_2012.hpp.

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

• src/library/lenoir_salles_2012.hpp