Dune Core Modules (2.8.0)
geometry.hh
Go to the documentation of this file.
354 GeometryImp<mydim,cdim,GridImp>& asImp () {return static_cast<GeometryImp<mydim,cdim,GridImp>&>(*this);}
355 const GeometryImp<mydim,cdim,GridImp>& asImp () const {return static_cast<const GeometryImp<mydim,cdim,GridImp>&>(*this);}
407 GeometryImp<mydim,cdim,GridImp>& asImp () {return static_cast<GeometryImp<mydim,cdim,GridImp>&>(*this);}
408 const GeometryImp<mydim,cdim,GridImp>& asImp () const {return static_cast<const GeometryImp<mydim,cdim,GridImp>&>(*this);}
439 template< int mydim, int cdim, class GridImp, template< int, int, class > class GeometryImp, typename Impl>
Default implementation for class Geometry.
Definition: geometry.hh:301
Volume volume() const
return volume of the geometry
Definition: geometry.hh:322
GlobalCoordinate center() const
return center of the geometry
Definition: geometry.hh:340
FieldMatrix< ctype, mydim, cdim > JacobianTransposed
type of jacobian transposed
Definition: geometry.hh:319
FieldMatrix< ctype, cdim, mydim > JacobianInverseTransposed
type of jacobian inverse transposed
Definition: geometry.hh:316
ctype Volume
Number type used for the geometry volume.
Definition: geometry.hh:313
Unique label for each type of entities that can occur in DUNE grids.
Definition: type.hh:123
FieldVector< ctype, cdim > GlobalCoordinate
type of the global coordinates
Definition: geometry.hh:101
JacobianTransposed jacobianTransposed(const LocalCoordinate &local) const
Return the transposed of the Jacobian.
Definition: geometry.hh:239
Implementation & impl()
access to the underlying implementation
Definition: geometry.hh:81
GeometryType type() const
Return the type of the reference element. The type can be used to access the Dune::ReferenceElement.
Definition: geometry.hh:131
GlobalCoordinate global(const LocalCoordinate &local) const
Evaluate the map .
Definition: geometry.hh:165
Geometry(const Implementation &impl)
copy constructor from implementation
Definition: geometry.hh:276
Implementation::JacobianTransposed JacobianTransposed
type of jacobian transposed
Definition: geometry.hh:126
Implementation::JacobianInverseTransposed JacobianInverseTransposed
type of jacobian inverse transposed
Definition: geometry.hh:115
GlobalCoordinate corner(int i) const
Obtain a corner of the geometry.
Definition: geometry.hh:156
int corners() const
Return the number of corners of the reference element.
Definition: geometry.hh:142
decltype(std::declval< Implementation >().volume()) Volume
Number type used for the geometry volume.
Definition: geometry.hh:104
GridImp::ctype ctype
define type used for coordinates in grid module
Definition: geometry.hh:95
ctype integrationElement(const LocalCoordinate &local) const
Return the factor appearing in the integral transformation formula.
Definition: geometry.hh:202
const Implementation & impl() const
access to the underlying implementation
Definition: geometry.hh:87
FieldVector< ctype, mydim > LocalCoordinate
type of local coordinates
Definition: geometry.hh:98
GlobalCoordinate center() const
return center of geometry
Definition: geometry.hh:223
bool affine() const
Return true if the geometry mapping is affine and false otherwise.
Definition: geometry.hh:134
auto referenceElement(const Geometry< mydim, cdim, GridImp, GeometryImp > &geo, const Impl &) -> decltype(referenceElement< typename GridImp::ctype, mydim >(geo.type()))
Second-level dispatch to select the correct reference element for a grid geometry.
Definition: geometry.hh:440
const Geometry & operator=(const Geometry &rhs)=delete
GeometryImp< mydim, cdim, GridImp > Implementation
type of underlying implementation
Definition: geometry.hh:74
JacobianInverseTransposed jacobianInverseTransposed(const LocalCoordinate &local) const
Return inverse of transposed of Jacobian.
Definition: geometry.hh:265
Traits for type conversions and type information.
Implements a matrix constructed from a given type representing a field and compile-time given number ...
unspecified value type referenceElement(T &&... t)
Returns a reference element for the objects t....
|
Legal Statements / Impressum |
Hosted by TU Dresden |
generated with Hugo v0.111.3
(Dec 22, 23:30, 2024)