28 template <
class T,
bool paramCoef = false>
62 numActive = actives.rows();
73 rhs_ptr->eval_into((paramCoef ? md.points : md.values[0]), rhsVals);
76 localRhs.setZero(numActive, rhsVals.rows());
88 for (
index_t k = 0; k < quWeights.rows(); ++k)
91 const T weight = quWeights[k] * md.measure(k);
93 localRhs.noalias() += weight * (bVals.col(k) * rhsVals.col(k).transpose());
124 for (
index_t i=0; i < numActive; ++i)
129 rhsMatrix.row(ii) += localRhs.row(i);
140 std::vector<gsMatrix<T> > basisData;
Visitor for the moment vector of a function.
Definition: gsVisitorMoments.h:29
Abstract base class representing a geometry map.
Definition: gsGeometry.h:92
Class representing a reference quadrature rule.
Definition: gsQuadRule.h:28
void mapColIndices(const gsMatrix< index_t > &actives, const index_t patchIndex, gsMatrix< index_t > &result, const index_t c=0) const
mapColIndices Maps a set of basis indices by the corresponding dofMapper.
Definition: gsSparseSystem.h:584
void initialize(const gsBasis< T > &basis, const index_t, const gsOptionList &options, gsQuadRule< T > &rule)
Initialize.
Definition: gsVisitorMoments.h:41
virtual void computeMap(gsMapData< T > &InOut) const
Computes map function data.
Definition: gsFunction.hpp:822
void assemble(gsDomainIterator< T > &, gsVector< T > const &quWeights)
Assemble on element.
Definition: gsVisitorMoments.h:80
virtual void evalAllDers_into(const gsMatrix< T > &u, int n, std::vector< gsMatrix< T > > &result, bool sameElement=false) const
Evaluate the nonzero functions and their derivatives up to order n at points u into result...
Definition: gsFunctionSet.hpp:81
gsVisitorMoments(const gsFunction< T > &rhs)
Constructor for gsVisitorMoments.
Definition: gsVisitorMoments.h:36
the gsMapData is a cache of pre-computed function (map) values.
Definition: gsFuncData.h:324
void localToGlobal(const index_t patchIndex, const std::vector< gsMatrix< T > > &, gsSparseSystem< T > &system)
Adds the contributions to the sparse system.
Definition: gsVisitorMoments.h:100
#define index_t
Definition: gsConfig.h:32
A function from a n-dimensional domain to an m-dimensional image.
Definition: gsFunction.h:59
void localToGlobal(const gsMatrix< index_t > &locals, index_t patchIndex, gsMatrix< index_t > &globals, index_t comp=0) const
Computes the global indices of the input local indices.
Definition: gsDofMapper.cpp:25
Maintains a mapping from patch-local dofs to global dof indices and allows the elimination of individ...
Definition: gsDofMapper.h:68
static gsQuadRule< T > get(const gsBasis< T > &basis, const gsOptionList &options, short_t fixDir=-1)
Constructs a quadrature rule based on input options.
Definition: gsQuadrature.h:48
bool is_free_index(index_t gl) const
Returns true if global dof gl is not eliminated.
Definition: gsDofMapper.h:376
Class which enables iteration over all elements of a parameter domain.
Definition: gsDomainIterator.h:67
The density of the measure pull back.
Definition: gsForwardDeclarations.h:76
void pushToRhs(const gsMatrix< T > &localRhs, const gsMatrix< index_t > &actives, const size_t r=0)
pushToRhs pushes the local rhs for an element to the global system
Definition: gsSparseSystem.h:884
void evaluate(const gsBasis< T > &basis, const gsGeometry< T > &geo, const gsMatrix< T > &quNodes)
Evaluate on element.
Definition: gsVisitorMoments.h:54
Value of the object.
Definition: gsForwardDeclarations.h:72
void localToGlobal(const gsDofMapper &mapper, const gsMatrix< T > &eliminatedDofs, const index_t patchIndex, gsSparseMatrix< T > &sysMatrix, gsMatrix< T > &rhsMatrix)
Adds the contributions to the sparse system.
Definition: gsVisitorMoments.h:112
Class which holds a list of parameters/options, and provides easy access to them. ...
Definition: gsOptionList.h:32
A basis represents a family of scalar basis functions defined over a common parameter domain...
Definition: gsBasis.h:78
virtual void active_into(const gsMatrix< T > &u, gsMatrix< index_t > &result) const
Returns the indices of active basis functions at points u, as a list of indices, in result...
Definition: gsBasis.hpp:293