Class xlifepp::FeDof# class FeDof : public xlifepp::Dof# Inheritence diagram for xlifepp::FeDof: digraph { graph [bgcolor="#00000000"] node [shape=rectangle style=filled fillcolor="#FFFFFF" font=Helvetica padding=2] edge [color="#1414CE"] "2" [label="xlifepp::Dof" tooltip="xlifepp::Dof"] "1" [label="xlifepp::FeDof" tooltip="xlifepp::FeDof" fillcolor="#BFBFBF"] "1" -> "2" [dir=forward tooltip="public-inheritance"] } Collaboration diagram for xlifepp::FeDof: digraph { graph [bgcolor="#00000000"] node [shape=rectangle style=filled fillcolor="#FFFFFF" font=Helvetica padding=2] edge [color="#1414CE"] "28" [label="xlifepp::Collection< string_t >" tooltip="xlifepp::Collection< string_t >"] "21" [label="xlifepp::Matrix< real_t >" tooltip="xlifepp::Matrix< real_t >"] "25" [label="xlifepp::Vector< real_t >" tooltip="xlifepp::Vector< real_t >"] "36" [label="xlifepp::Vector< xlifepp::Vector< real_t > >" tooltip="xlifepp::Vector< xlifepp::Vector< real_t > >"] "41" [label="std::list< std::pair< 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xlifepp::Parameter * >" tooltip="std::vector< xlifepp::Parameter * >"] "14" [label="std::vector< xlifepp::Point >" tooltip="std::vector< xlifepp::Point >"] "67" [label="std::vector< xlifepp::PolynomialsBasisT >" tooltip="std::vector< xlifepp::PolynomialsBasisT >"] "63" [label="std::vector< xlifepp::RefDof * >" tooltip="std::vector< xlifepp::RefDof * >"] "64" [label="std::vector< xlifepp::RefElement * >" tooltip="std::vector< xlifepp::RefElement * >"] "48" [label="std::vector< xlifepp::Space * >" tooltip="std::vector< xlifepp::Space * >"] "33" [label="std::vector< xlifepp::Transformation * >" tooltip="std::vector< xlifepp::Transformation * >"] "37" [label="std::vector< xlifepp::Vector< real_t > >" tooltip="std::vector< xlifepp::Vector< real_t > >"] "10" [label="xlifepp::BoundingBox" tooltip="xlifepp::BoundingBox"] "30" [label="xlifepp::Collection< T >" tooltip="xlifepp::Collection< T >"] "2" [label="xlifepp::Dof" tooltip="xlifepp::Dof"] "7" [label="xlifepp::DomainInfo" tooltip="xlifepp::DomainInfo"] "19" [label="xlifepp::ExtrusionData" tooltip="xlifepp::ExtrusionData"] "1" [label="xlifepp::FeDof" tooltip="xlifepp::FeDof" fillcolor="#BFBFBF"] "70" [label="xlifepp::FeDofExtension" tooltip="xlifepp::FeDofExtension"] "3" [label="xlifepp::FeSpace" tooltip="xlifepp::FeSpace"] "43" [label="xlifepp::GeoNode" tooltip="xlifepp::GeoNode"] "6" [label="xlifepp::GeomDomain" tooltip="xlifepp::GeomDomain"] "59" [label="xlifepp::GeomRefElement" tooltip="xlifepp::GeomRefElement"] "9" [label="xlifepp::Geometry" tooltip="xlifepp::Geometry"] "49" [label="xlifepp::Interpolation" tooltip="xlifepp::Interpolation"] "23" [label="xlifepp::Matrix< K >" tooltip="xlifepp::Matrix< K >"] "8" [label="xlifepp::Mesh" tooltip="xlifepp::Mesh"] "13" [label="xlifepp::MinimalBox" tooltip="xlifepp::MinimalBox"] "38" [label="xlifepp::Parameters" tooltip="xlifepp::Parameters"] "35" [label="xlifepp::Parametrization" tooltip="xlifepp::Parametrization"] "34" [label="xlifepp::Point" 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tooltip="usage"] "58" -> "67" [dir=forward tooltip="usage"] "58" -> "68" [dir=forward tooltip="usage"] "4" -> "4" [dir=forward tooltip="usage"] "4" -> "5" [dir=forward tooltip="usage"] "4" -> "48" [dir=forward tooltip="usage"] "5" -> "6" [dir=forward tooltip="usage"] "20" -> "21" [dir=forward tooltip="usage"] "20" -> "25" [dir=forward tooltip="usage"] "20" -> "27" [dir=forward tooltip="usage"] "26" -> "24" [dir=forward tooltip="public-inheritance"] } to store finite element global dof informations Public Functions inline FeDof()# default constructor inline FeDof(FeSpace &sp, const RefDof *rd = nullptr, number_t i = 0, bool sh = false)# basic constructor inline virtual ShapeValues computeShapeValue(const Point &P, const Element &elt, bool der1, bool der2, Vector<real_t> *ns = nullptr) const# compute the shape vaue related to FeDof, restricted for the moment to dof with extension (e.g. Buffa-Christiansen) virtual Point &coords() const# return coordinates of FeDof virtual real_t coords(const dimen_t i) const# return the i-th coordinates of FeDof dimen_t dim() const# mesh space dimension inline virtual dimen_t dimFun() const# dof dimension (shape function dim) virtual string_t dofData(number_t w = 0) const# return id and coords as string_t Value evalProjectDof(const Function &f, const Function &gradf, const Function &grad2f) const# evaluate dof at function f using polynomials dof definition, may be used for any dof inline virtual bool hasCoords() const# true if coords has been set inline void inElement(const std::pair<Element*, number_t> &pen)# add pair of (Element*,number_t) to inElements vector inline virtual bool isPonctual() const# true if a dof with ponctual support virtual Value operator()(const Function &f, const Function &gradf = Function(), const Function &grad2f = Function()) const# eval dof (viewed as a distribution) at a function f, e.g. for a lagrange dof: d_i(f)=f(Mi) virtual void print(std::ostream&) const# print dof information virtual void printTab(std::ostream&) const# print dof information in table environment virtual void printTab2(std::ostream &os, number_t ti, number_t ts, number_t td, number_t tt, number_t tw, number_t tc, number_t tp, number_t tn) const# print dof information in table environment inline Vector<real_t> &projVector()# access to projection type (const) access to projection vector (non const) inline const Vector<real_t> &projVector() const# access to projection vector (const) inline const RefDof *refDofP() const# return pointer to a Reference D.o.F virtual void setCoords() const# compute coordinates of dof inline DofLocalization where() const# get DoF hierarchic localization ( _onVertex, _onEdge , _onFace, _onElement) Public Members mutable FeDofExtension *dofExt_# additional information for non standard FE dof (e.g Buffa-Christiansen dof)
