aglowav2::F00< F > Class Template Reference

#include <xfy.hh>

Public Member Functions
	F00 (const X00< F > &X, const Y00< F > &Y, const cluster::ExpansionF< F > &exp, concepts::Real eta)
	~F00 ()
	destructor
const Haar3d0< F > &	space () const
bool	admissible (const Haar3dXXX< F > &elmX, const Haar3dXXX< F > &elmY)
	Admissibility condition (true if elmX and elmY in the far field)
void	operator() (uint idxX, uint idxY, F *valXY, uint dx, uint dy, uint nx, uint ny)
void	operator() (uint idxX, uint idxY, F *valXY, F *valYX, uint dx, uint dy, uint nx, uint ny)

Detailed Description

template<class F = concepts::Real>
class aglowav2::F00< F >

Class for the far field matrix F.

Parameters

F	Field (Real or Cmplx)

Definition at line 153 of file xfy.hh.

Constructor & Destructor Documentation

F00()

template<class F >

aglowav2::F00< F >::F00	(	const X00< F > &	X,
		const Y00< F > &	Y,
		const cluster::ExpansionF< F > &	exp,
		concepts::Real	eta
	)

Constructor

Parameters

X	Far field matrix X
Y	Far field matrix Y
F	Expansion
eta	Far field coefficient

Definition at line 211 of file xfy.hh.

~F00()

template<class F = concepts::Real>

aglowav2::F00< F >::~F00 ( )

inline

destructor

Definition at line 164 of file xfy.hh.

Member Function Documentation

admissible()

template<class F >

bool aglowav2::F00< F >::admissible ( const Haar3dXXX< F > &  elmX, const Haar3dXXX< F > &  elmY  )

inline

Admissibility condition (true if elmX and elmY in the far field)

Definition at line 224 of file xfy.hh.

operator()() [1/2]

template<class F = concepts::Real>

void aglowav2::F00< F >::operator()	(	uint	idxX,
		uint	idxY,
		F *	valXY,
		F *	valYX,
		uint	dx,
		uint	dy,
		uint	nx,
		uint	ny
	)

Application operator (idxX-idxY and idxY-idxX interaction is computed)

Parameters

idxX	Index of the X element
idxY	Index of the Y element
valXY	Values of idxX-idxY (output, row wise)
valYX	Values of idxY-idxX (output, row wise)
dx	Starting one scale basis function of element X
dy	Starting one scale basis function of element Y
nx	dx+nx ending one scale basis function of the X element
ny	dy+ny ending one scale basis function of the Y element

operator()() [2/2]

template<class F = concepts::Real>

void aglowav2::F00< F >::operator()	(	uint	idxX,
		uint	idxY,
		F *	valXY,
		uint	dx,
		uint	dy,
		uint	nx,
		uint	ny
	)

Application operator (only idxX-idxY interaction is computed)

Parameters

idxX	Index of the X element
idxY	Index of the Y element
valXY	Values of idxX-idxY (output, row wise)
dx	Starting one scale basis function of element X
dy	Starting one scale basis function of element Y
nx	dx+nx ending one scale basis function of the X element
ny	dy+ny ending one scale basis function of the Y element

space()

template<class F = concepts::Real>

const Haar3d0< F > & aglowav2::F00< F >::space ( ) const

inline

Definition at line 166 of file xfy.hh.

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

• aglowav2/xfy.hh