bem::ArbKrnlGal001< F, K > Class Template Reference

Bilinear form for arbitrary kernel with NO singularities. More...

#include <arbKrnlGal001.hh>

Public Types
typedef ArbKrnlGal001Traits< F, K >	Traits

Public Member Functions
	ArbKrnlGal001 (K &k)
void	operator() (const Linear3d000< F > &elmX, const Linear3d000< F > &elmY, F *em) const
	Application operator. More...

Private Attributes
K &	k_

Static Private Attributes
static const concepts::Real	N_
static const concepts::Real	radonWght_ [21]

Detailed Description

template<class F, class K>
class bem::ArbKrnlGal001< F, K >

Bilinear form for arbitrary kernel with NO singularities.

linear test/trial functions, all cases by Radon's fifth-degree formula

See also

A.H.Stroud Approximate Calculation of Multiple Integrals (pg 100, pg 314)

Parameters

F	Field (Real or Cmplx)
K	Kernel function

Definition at line 39 of file arbKrnlGal001.hh.

Member Typedef Documentation

Traits

template<class F , class K >

typedef ArbKrnlGal001Traits<F,K> bem::ArbKrnlGal001< F, K >::Traits

Definition at line 41 of file arbKrnlGal001.hh.

Constructor & Destructor Documentation

ArbKrnlGal001()

template<class F , class K >

bem::ArbKrnlGal001< F, K >::ArbKrnlGal001 ( K &  k )

inline

Definition at line 44 of file arbKrnlGal001.hh.

Member Function Documentation

operator()()

template<class F , class K >

void bem::ArbKrnlGal001< F, K >::operator()	(	const Linear3d000< F > &	elmX,
		const Linear3d000< F > &	elmY,
		F *	em
	)		const

Application operator.

Parameters

elmX	Panel on the surface
elmY	Panel on the surface
em	Output, value of the integral

Member Data Documentation

k_

template<class F , class K >

K& bem::ArbKrnlGal001< F, K >::k_

private

Definition at line 54 of file arbKrnlGal001.hh.

N_

template<class F , class K >

const concepts::Real bem::ArbKrnlGal001< F, K >::N_

staticprivate

Definition at line 56 of file arbKrnlGal001.hh.

radonWght_

template<class F , class K >

const concepts::Real bem::ArbKrnlGal001< F, K >::radonWght_[21]

staticprivate

Definition at line 57 of file arbKrnlGal001.hh.

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

• bemInt/arbKrnlGal001.hh