L_int(phi) = div(A grad phi) in polar (apply). More...

#include <polar_tensor_operator.hpp>

Collaboration diagram for pops::detail::PolarApplyKernel:

Public Member Functions
POPS_HD void	operator() (int i, int j) const

Public Attributes
ConstArray4	p

Array4	L

ConstArray4	arr

ConstArray4	att

bool	hrt

bool	htr

ConstArray4	art

ConstArray4	atr

Real	r_min

Real	dr

Real	idr

Real	idth

Detailed Description

L_int(phi) = div(A grad phi) in polar (apply).

NAMED device-clean functor (recipe #93: first- instantiated cross-TU kernel -> no extended lambda under nvcc). arr/att always provided (at least a_rr=a_tt=1); art/atr optional (cross terms). r_min/dr/dtheta passed as scalars (PolarGeometry POPS_HD accessors recomputed in the kernel).

Member Function Documentation

◆ operator()()

POPS_HD void pops::detail::PolarApplyKernel::operator()	(	int	i,
		int	j
	)		const

inline

Here is the call graph for this function:

Member Data Documentation

◆ arr

ConstArray4 pops::detail::PolarApplyKernel::arr

◆ art

ConstArray4 pops::detail::PolarApplyKernel::art

◆ atr

ConstArray4 pops::detail::PolarApplyKernel::atr

◆ att

ConstArray4 pops::detail::PolarApplyKernel::att

◆ dr

Real pops::detail::PolarApplyKernel::dr

◆ hrt

bool pops::detail::PolarApplyKernel::hrt

◆ htr

bool pops::detail::PolarApplyKernel::htr

◆ idr

Real pops::detail::PolarApplyKernel::idr

◆ idth

Real pops::detail::PolarApplyKernel::idth

◆ L

Array4 pops::detail::PolarApplyKernel::L

◆ p

ConstArray4 pops::detail::PolarApplyKernel::p

◆ r_min

Real pops::detail::PolarApplyKernel::r_min

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

include/pops/numerics/elliptic/polar/polar_tensor_operator.hpp

PolarApplyKernel Struct Reference¶

Public Member Functions

Public Attributes