bem::LplGal011< F > Class Template Reference

#include <lplGal011.hh>

Public Member Functions
void	operator() (const Constant3d000< F > &elmX, const Constant3d000< F > &elmY, const uint acry[], concepts::Real d, F *dlp) const
void	operator() (const Constant3d001< F > &elmX, const Constant3d001< F > &elmY, const uint acry[], concepts::Real d, F *dlp) const
void	operator() (const Constant3d001< F > &elmX, const concepts::Triangle3d &cellY, const uint acry[], concepts::Real d, F *dlp) const
void	operator() (const concepts::Triangle3d &cellX, const Constant3d001< F > &elmY, const uint acry[], concepts::Real d, F *dlp) const

Detailed Description

template<class F>
class bem::LplGal011< F >

Evaluation of the Laplace double layer potential with constant test/trial functions. Regular cases by 3-dim Gauss quadrature Far field by 1-point formular.

Parameters

F	Field (Real or Cmplx)

Definition at line 29 of file lplGal011.hh.

Member Function Documentation

operator()()

template<class F >

void bem::LplGal011< F >::operator()	(	const Constant3d000< F > &	elmX,
		const Constant3d000< F > &	elmY,
		const uint	acry[],
		concepts::Real	d,
		F *	dlp
	)		const

Application operator.

Parameters

elmX	Panel on the surface
elmY	Panel on the surface
acry	Number of integration points acry[0] for common edge/vertex acry[1] for Gauss (regular case 2-dim x) acry[2] for Gauss (regular case 1-dim y)
d	One point formula if distance of bary centers larger than d
dlp	Element matrix (output)

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

• bemInt/lplGal011.hh