Kernel_CC_Midpoint< T > Class Template Reference

The base class with the computation of the cell integrals by the mid-point rule. More...

#include <IntegroFunc.hpp>

Inheritance diagram for Kernel_CC_Midpoint< T >:

[legend]Collaboration diagram for Kernel_CC_Midpoint< T >:


Public Member Functions
virtual void	PrintParam ()=0
	Prints the name and the parameters of the kernel.
int	NPoints () const
	Returns the # of the points for the mid-point rule.
virtual T	Kernel (T x, T y)=0
	The kernel itself.
T	CellIntegral (T x, T y_min, T *h)
	Integral of the kernel over a hypercube $\int_\Omega k(x, y) dy$ , where $\Omega = [y_{min,0}, y_{max,0}]x \dots x[y_{min,dim-1}, y_{max,dim-1}]$ This value is computed by the summation mid-point rule.
	Kernel_CC_Midpoint (int the_dim, T the_left_bnd, T the_right_bnd, int the_n_points)
	Constructor.
virtual	~Kernel_CC_Midpoint ()
	Virtual destructor.

Detailed Description

template<typename T>
class Kernel_CC_Midpoint< T >

The base class with the computation of the cell integrals by the mid-point rule.

Constructor & Destructor Documentation

template<typename T>

Kernel_CC_Midpoint< T >::Kernel_CC_Midpoint	(	int	the_dim,
		T *	the_left_bnd,
		T *	the_right_bnd,
		int	the_n_points
	)			`[inline]`

Constructor.

Parameters:

`[in]`	the_dim	The dimensionality of the kernel
`[in]`	the_left_bnd	The left bounds of the domain
`[in]`	the_right_bnd	The right bonds of the domain
`[in]`	the_n_points	# of points in every dir. for the mid-point rule

template<typename T>

virtual Kernel_CC_Midpoint< T >::~Kernel_CC_Midpoint ( ) [inline, virtual]

Virtual destructor.

Member Function Documentation

template<typename T>

virtual void Kernel_CC_Midpoint< T >::PrintParam ( ) [pure virtual]

Prints the name and the parameters of the kernel.

Implements Kernel_CC< T >.

template<typename T>

int Kernel_CC_Midpoint< T >::NPoints ( ) const [inline]

Returns the # of the points for the mid-point rule.

template<typename T>

virtual T Kernel_CC_Midpoint< T >::Kernel	(	T *	x,
		T *	y
	)			`[pure virtual]`

The kernel itself.

Parameters:

`[in]`	x	Arrays of the arguments
`[in]`	y	Arrays of the arguments

Implements Kernel_CC< T >.

template<typename T>

T Kernel_CC_Midpoint< T >::CellIntegral	(	T *	x,
		T *	y_min,
		T *	h
	)			`[inline, virtual]`

Integral of the kernel over a hypercube $\int_\Omega k(x, y) dy$ , where $\Omega = [y_{min,0}, y_{max,0}]x \dots x[y_{min,dim-1}, y_{max,dim-1}]$ This value is computed by the summation mid-point rule.

Parameters:

`[in]`	x	The array of the x-arguments
`[in]`	y_min	The array of the left bounds of the intervals
`[in]`	h	The array of the sizes of the hypercube

Reimplemented from Kernel_CC< T >.

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

Generated on Fri Sep 21 12:34:15 2007 for SG2 by

1.5.2

Kernel_CC_Midpoint< T > Class Template Reference

Public Member Functions

Detailed Description

template<typename T> class Kernel_CC_Midpoint< T >

Constructor & Destructor Documentation

Member Function Documentation

template<typename T>
class Kernel_CC_Midpoint< T >