Tags::DerivTensorCompute< TensorTag, InverseJacobianTag, MeshTag > Struct Template Reference

Computes the spatial derivative of a single tensor tag not in a Variables. More...

#include <PartialDerivatives.hpp>

Public Types
using	base = ::Tags::deriv<TensorTag, tmpl::size_t<Dim>, deriv_frame>
using	return_type = typename base::type
using	argument_tags

Static Public Attributes
static constexpr void(*	function )(gsl::not_null< return_type * >, const typename TensorTag::type &, const Mesh< Dim > &, const InverseJacobian< DataVector, Dim, Frame::ElementLogical, deriv_frame > &)

Detailed Description

template<typename TensorTag, typename InverseJacobianTag, typename MeshTag>
struct Tags::DerivTensorCompute< TensorTag, InverseJacobianTag, MeshTag >

Computes the spatial derivative of a single tensor tag not in a Variables.

Computes the spatial derivative for a single tensor represented by 'TensorTag' in the frame mapped to by 'InverseJacobianTag'. It takes a single Tensor designated by 'TensorTag', the inverse Jacobian, and a mesh.

Member Typedef Documentation

argument_tags

template<typename TensorTag, typename InverseJacobianTag, typename MeshTag>

using Tags::DerivTensorCompute< TensorTag, InverseJacobianTag, MeshTag >::argument_tags

Initial value:

 
      tmpl::list<TensorTag, domain::Tags::Mesh<Dim>, InverseJacobianTag>

Member Data Documentation

function

template<typename TensorTag, typename InverseJacobianTag, typename MeshTag>

void(* Tags::DerivTensorCompute< TensorTag, InverseJacobianTag, MeshTag >::function) (gsl::not_null< return_type * >, const typename TensorTag::type &, const Mesh< Dim > &, const InverseJacobian< DataVector, Dim, Frame::ElementLogical, deriv_frame > &)

staticconstexpr

Initial value:

=
      partial_derivative<
          typename TensorTag::type::type, typename TensorTag::type::symmetry,
          typename TensorTag::type::index_list, Dim, deriv_frame>

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

• src/NumericalAlgorithms/LinearOperators/PartialDerivatives.hpp