specialisation of NiHu::singular_galerkin_quadrature for the quad-tria case More...

Public Types
typedef quadrature_type< quadrature_family_t, quad_domain >::type	test_quadrature_t
	the (regular) test quadrature type

typedef quadrature_type< quadrature_family_t, tria_domain >::type	trial_quadrature_t
	the (regular) trial quadrature type

typedef test_quadrature_t::quadrature_elem_t	quadrature_elem_t
	the quadrature element type

typedef quadrature_elem_t::xi_t	xi_t
	location type of the outer and inner quadratures

typedef singular_galerkin_quadrature< quadrature_family_t, tria_domain, tria_domain >	base_sing_t
	the underlying singular quadrature type (tria-tria)

Static Public Member Functions
template<class match_type >
static void	generate (test_quadrature_t &test_quadrature, trial_quadrature_t &trial_quadrature, unsigned singular_quadrature_order)
	generate a singular quadrature for a given singularity type More...

Detailed Description

specialisation of NiHu::singular_galerkin_quadrature for the quad-tria case

The implementation follows Barzini's algorithm, but the quad is divided into trias

Template Parameters

quadrature_family_t the regular quadrature family

Member Function Documentation

template<class quadrature_family_t >

template<class match_type >

static void NiHu::singular_galerkin_quadrature< quadrature_family_t, quad_domain, tria_domain >::generate	(	test_quadrature_t &	test_quadrature,
		trial_quadrature_t &	trial_quadrature,
		unsigned	singular_quadrature_order
	)

inlinestatic

generate a singular quadrature for a given singularity type

Template Parameters

match_type the singularity type

Parameters

[out]	test_quadrature	the test quadrature to be extended
[out]	trial_quadrature	the trial quadrature to be extended
[in]	singular_quadrature_order	polynomial order of the underlying regular quadrature

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