Lap_PSE< dim, T, ord, impl > Struct Template Reference

Implementation of the Laplacian kernels for PSE. More...

Detailed Description

template<unsigned int dim, typename T, unsigned int ord = 2, unsigned int impl = KER_GAUSSIAN>
struct Lap_PSE< dim, T, ord, impl >

Implementation of the Laplacian kernels for PSE.

Template Parameters

dim	Dimension
T	type \ord order pf approximation (default 2) \impl TYPE of kernel

Definition at line 25 of file Kernels.hpp.

#include <Kernels.hpp>

Public Member Functions
	Lap_PSE (T epsilon)
T	value (T(&x)[dim], T(&y)[dim])
	From a kernel centered in x, it give the value of the kernel in y.
T	value (T(&x)[dim], const Point< dim, T > &y)
	From a kernel centered in x, it give the value of the kernel in y.
T	value (const Point< dim, T > &x, T(&y)[dim])
	From a kernel centered in x, it give the value of the kernel in y.
T	value (const Point< dim, T > &x, const Point< dim, T > &y)
	From a kernel centered in x, it give the value of the kernel in y.

Data Fields
T	epsilon

Constructor & Destructor Documentation

Lap_PSE()

template<unsigned int dim, typename T , unsigned int ord = 2, unsigned int impl = KER_GAUSSIAN>

Lap_PSE< dim, T, ord, impl >::Lap_PSE ( T  epsilon )

inline

Definition at line 29 of file Kernels.hpp.

Member Function Documentation

value() [1/4]

template<unsigned int dim, typename T , unsigned int ord = 2, unsigned int impl = KER_GAUSSIAN>

T Lap_PSE< dim, T, ord, impl >::value ( const Point< dim, T > &  x, const Point< dim, T > &  y  )

inline

From a kernel centered in x, it give the value of the kernel in y.

Parameters

x	center of the kernel
y	where we calculate the kernel

Definition at line 75 of file Kernels.hpp.

value() [2/4]

template<unsigned int dim, typename T , unsigned int ord = 2, unsigned int impl = KER_GAUSSIAN>

T Lap_PSE< dim, T, ord, impl >::value ( const Point< dim, T > &  x, T(&)  y[dim]  )

inline

From a kernel centered in x, it give the value of the kernel in y.

Parameters

x	center of the kernel
y	where we calculate the kernel

Definition at line 63 of file Kernels.hpp.

value() [3/4]

template<unsigned int dim, typename T , unsigned int ord = 2, unsigned int impl = KER_GAUSSIAN>

T Lap_PSE< dim, T, ord, impl >::value ( T(&)  x[dim], const Point< dim, T > &  y  )

inline

From a kernel centered in x, it give the value of the kernel in y.

Parameters

x	center of the kernel
y	where we calculate the kernel

Definition at line 51 of file Kernels.hpp.

value() [4/4]

template<unsigned int dim, typename T , unsigned int ord = 2, unsigned int impl = KER_GAUSSIAN>

T Lap_PSE< dim, T, ord, impl >::value ( T(&)  x[dim], T(&)  y[dim]  )

inline

From a kernel centered in x, it give the value of the kernel in y.

Parameters

x	center of the kernel
y	where we calculate the kernel

Definition at line 39 of file Kernels.hpp.

Field Documentation

epsilon

template<unsigned int dim, typename T , unsigned int ord = 2, unsigned int impl = KER_GAUSSIAN>

T Lap_PSE< dim, T, ord, impl >::epsilon

Definition at line 27 of file Kernels.hpp.

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

• openfpm_numerics/src/PSE/Kernels.hpp