evalgradients.hh File Reference

free functions for the evaluation of primary variable gradients inside elements. More...

#include <dune/common/exceptions.hh>
#include <dumux/common/typetraits/state.hh>
#include <dumux/common/typetraits/isvalid.hh>
#include <dumux/discretization/cellcentered/elementsolution.hh>
#include <dumux/discretization/cvfe/elementsolution.hh>
#include "evalsolution.hh"

Go to the source code of this file.

Namespaces
namespace	Dumux
namespace	Dumux::Detail
	Distance implementation details.

Functions
template<class Element , class GridGeometry , class CVFEElemSol >
auto	Dumux::Detail::evalCVFEGradients (const Element &element, const typename Element::Geometry &geometry, const GridGeometry &gridGeometry, const CVFEElemSol &elemSol, const typename Element::Geometry::GlobalCoordinate &globalPos, bool ignoreState=false)
	Evaluates the gradient of a control-volume finite element solution to a given global position. More...
template<class Element , class FVElementGeometry , class PrimaryVariables >
auto	Dumux::evalGradients (const Element &element, const typename Element::Geometry &geometry, const typename FVElementGeometry::GridGeometry &gridGeometry, const CVFEElementSolution< FVElementGeometry, PrimaryVariables > &elemSol, const typename Element::Geometry::GlobalCoordinate &globalPos, bool ignoreState=false)
	Evaluates the gradient of a given CVFE element solution to a given global position. More...
template<class Element , class FVElementGeometry , class PrimaryVariables >
Dune::FieldVector< typename Element::Geometry::GlobalCoordinate, PrimaryVariables::dimension >	Dumux::evalGradients (const Element &element, const typename Element::Geometry &geometry, const typename FVElementGeometry::GridGeometry &gridGeometry, const CCElementSolution< FVElementGeometry, PrimaryVariables > &elemSol, const typename Element::Geometry::GlobalCoordinate &globalPos)
	Evaluates the gradient of a given CCElementSolution to a given global position. This function is only here for (compilation) compatibility reasons with the box scheme. The solution within the control volumes is constant and thus gradients are zero. One can compute gradients towards the sub-control volume faces after reconstructing the solution on the faces. More...

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