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| RT_FECollection (const int p, const int dim, const int cb_type=BasisType::GaussLobatto, const int ob_type=BasisType::GaussLegendre) |
| Construct an H(div)-conforming Raviart-Thomas FE collection, RT_p.
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const FiniteElement * | FiniteElementForGeometry (Geometry::Type GeomType) const override |
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int | DofForGeometry (Geometry::Type GeomType) const override |
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const int * | DofOrderForOrientation (Geometry::Type GeomType, int Or) const override |
| Returns an array, say p, that maps a local permuted index i to a local base index: base_i = p[i].
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const char * | Name () const override |
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int | GetContType () const override |
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FiniteElementCollection * | GetTraceCollection () const override |
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int | GetClosedBasisType () const |
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int | GetOpenBasisType () const |
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FiniteElementCollection * | Clone (int p) const override |
| Instantiate a new collection of the same type with a different order.
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virtual | ~RT_FECollection () |
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virtual const FiniteElement * | FiniteElementForDim (int dim) const |
| Returns the first non-NULL FiniteElement for the given dimension.
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virtual const StatelessDofTransformation * | DofTransformationForGeometry (Geometry::Type GeomType) const |
| Returns a DoF transformation object compatible with this basis and geometry type.
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int | HasFaceDofs (Geometry::Type geom, int p) const |
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virtual const FiniteElement * | TraceFiniteElementForGeometry (Geometry::Type GeomType) const |
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virtual | ~FiniteElementCollection () |
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void | SubDofOrder (Geometry::Type Geom, int SDim, int Info, Array< int > &dofs) const |
| Get the local dofs for a given sub-manifold.
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const FiniteElement * | GetFE (Geometry::Type geom, int p) const |
| Variable order version of FiniteElementForGeometry().
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int | GetNumDof (Geometry::Type geom, int p) const |
| Variable order version of DofForGeometry().
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const int * | GetDofOrdering (Geometry::Type geom, int p, int ori) const |
| Variable order version of DofOrderForOrientation().
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int | GetOrder () const |
| Return the order (polynomial degree) of the FE collection, corresponding to the order/degree returned by FiniteElement::GetOrder() of the highest-dimensional FiniteElements defined by the collection.
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int | GetRangeType (int dim) const |
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int | GetDerivRangeType (int dim) const |
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int | GetMapType (int dim) const |
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int | GetDerivType (int dim) const |
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int | GetDerivMapType (int dim) const |
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int | GetRangeDim (int dim) const |
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enum | { CONTINUOUS
, TANGENTIAL
, NORMAL
, DISCONTINUOUS
} |
| Enumeration for ContType: defines the continuity of the field across element interfaces. More...
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static FiniteElementCollection * | New (const char *name) |
| Factory method: return a newly allocated FiniteElementCollection according to the given name.
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enum | ErrorMode { RETURN_NULL
, RAISE_MFEM_ERROR
} |
| How to treat errors in FiniteElementForGeometry() calls. More...
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template<Geometry::Type geom> |
static void | GetNVE (int &nv, int &ne) |
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template<Geometry::Type geom, typename v_t > |
static void | GetEdge (int &nv, v_t &v, int &ne, int &e, int &eo, const int edge_info) |
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template<Geometry::Type geom, Geometry::Type f_geom, typename v_t , typename e_t , typename eo_t > |
static void | GetFace (int &nv, v_t &v, int &ne, e_t &e, eo_t &eo, int &nf, int &f, Geometry::Type &fg, int &fo, const int face_info) |
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Arbitrary order H(div)-conforming Raviart-Thomas finite elements.
Definition at line 385 of file fe_coll.hpp.
Construct an H(div)-conforming Raviart-Thomas FE collection, RT_p.
The index p corresponds to the space RT_p, as typically denoted in the literature, which contains vector polynomials of degree up to (p+1). For example, the RT_0 collection contains vector-valued linear functions and, in particular, FiniteElementCollection::GetOrder() will, correspondingly, return order 1.
Definition at line 2390 of file fe_coll.cpp.
Instantiate a new collection of the same type with a different order.
Generally, the order parameter p is NOT the same as the parameter p used by some of the constructors of derived classes. Instead, this p represents the order of the new FE collection as it will be returned by its GetOrder() method.
Reimplemented from mfem::FiniteElementCollection.
Definition at line 435 of file fe_coll.hpp.