DUNE-ACFEM (2.5.1)

gridfunctionexpressionbase.hh
1#ifndef __DUNE_ACFEM_GRIDFUNCTIONEXPRESSIONBASE_HH__
2#define __DUNE_ACFEM_GRIDFUNCTIONEXPRESSIONBASE_HH__
3
4#include <dune/fem/version.hh>
5#include <dune/fem/function/common/discretefunction.hh>
6
7#include "../expressions/expressionoperations.hh"
8
9namespace Dune
10{
11
12 namespace ACFem
13 {
14
20 template<class UnOp, class Function>
21 class UnaryGridFunctionExpression;
22
23 template<class BinOp, class LeftFunction, class RightFunction>
24 class BinaryGridFunctionExpression;
25
29 template<class FunctionSpaceImp, class ExpressionImp,
30 template<class> class ExpressionTag = ExpressionTemplate>
32 : public Fem::Function<FunctionSpaceImp, ExpressionImp>,
33 public ExpressionTag<ExpressionImp>,
34 public Fem::HasLocalFunction
35 {
36 public:
37 typedef FunctionSpaceImp FunctionSpaceType;
38 typedef typename FunctionSpaceType::ScalarFunctionSpaceType ScalarFunctionSpaceType;
39 typedef typename FunctionSpaceType::RangeType RangeType;
40 typedef typename FunctionSpaceType::JacobianRangeType JacobianRangeType;
41
46 void setName(const std::string& newName)
47 {
48 name_ = newName;
49 }
50
56 const std::string& name() const
57 {
58 if (name_ == "") {
59 return this->expression().expressionName();
60 } else {
61 return name_;
62 }
63 }
64
68 const std::string& expressionName() const
69 {
70 return expressionName_;
71 }
72
73 protected:
74 // Stolen from the Fem::GridFunctionAdapter
75 template<class LocalFunction, class QuadratureType, class VectorType>
76 static void evaluateQuadratureImp(const LocalFunction& lf,
77 const QuadratureType& quadrature,
78 VectorType& values,
79 const RangeType&)
80 {
81 const unsigned int nop = quadrature.nop();
82 for (unsigned int qp = 0; qp < nop; ++qp) {
83 lf.evaluate(quadrature[qp], values[qp]);
84 }
85 }
86
87 // Stolen from the Fem::GridFunctionAdapter
88 template<class LocalFunction, class QuadratureType, class VectorType>
89 static void evaluateQuadratureImp(const LocalFunction& lf,
90 const QuadratureType& quadrature,
91 VectorType& values,
92 const JacobianRangeType&)
93 {
94 const unsigned int nop = quadrature.nop();
95 for (unsigned int qp = 0; qp < nop; ++qp) {
96 lf.jacobian(quadrature[qp], values[qp]);
97 }
98 }
99
100 mutable std::string expressionName_;
101 std::string name_;
102 };
103
107 template<class FunctionSpaceImp, class ExpressionImp>
109 : public GridFunctionExpression<FunctionSpaceImp, ExpressionImp, ZeroExpression>
110 {};
111
114 {};
115
119 {};
120
122
124
125 } // namespace ACFem
126
127} // namespace Dune
128
129#endif // __DUNE_ACFEM_GRIDFUNCTIONEXPRESSIONBASE_HH__
130
131
A class providing some basic functionality common to all expressions.
Definition: gridfunctionexpressionbase.hh:35
const std::string & expressionName() const
Return a lengthy descriptive name for the underlying algebraic expression.
Definition: gridfunctionexpressionbase.hh:68
void setName(const std::string &newName)
Supply a descriptive name for the function.
Definition: gridfunctionexpressionbase.hh:46
const std::string & name() const
Return a descriptive name for the function.
Definition: gridfunctionexpressionbase.hh:56
A base class for zero function expression.
Definition: gridfunctionexpressionbase.hh:110
const ExpressionType & expression() const
Return a const reference to the underlying expression.
Definition: expressionoperations.hh:42
Negation of IsPieceWiseConstant, in order to have something to branch to with std::conditional.
Definition: gridfunctionexpressionbase.hh:119
Tag type, consequences are zero Jacobian and Hessian.
Definition: gridfunctionexpressionbase.hh:114
Creative Commons License   |  Legal Statements / Impressum  |  Hosted by TU Dresden  |  generated with Hugo v0.111.3 (Aug 13, 22:30, 2024)