Intrepid2
Intrepid2_DerivedBasis_HGRAD_QUAD.hpp
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51#ifndef Intrepid2_DerivedBasis_HGRAD_QUAD_h
52#define Intrepid2_DerivedBasis_HGRAD_QUAD_h
53
55
56namespace Intrepid2
57{
58 template<class HGRAD_LINE>
60 : public Basis_TensorBasis<typename HGRAD_LINE::BasisBase>
61 {
62 protected:
63 std::string name_;
64 ordinal_type order_x_, order_y_;
65 EPointType pointType_;
66 public:
67 using ExecutionSpace = typename HGRAD_LINE::ExecutionSpace;
68 using OutputValueType = typename HGRAD_LINE::OutputValueType;
69 using PointValueType = typename HGRAD_LINE::PointValueType;
70
71 using OutputViewType = typename HGRAD_LINE::OutputViewType;
72 using PointViewType = typename HGRAD_LINE::PointViewType ;
73 using ScalarViewType = typename HGRAD_LINE::ScalarViewType;
74
75 using BasisBase = typename HGRAD_LINE::BasisBase;
76 using LineBasis = HGRAD_LINE;
78
84 Basis_Derived_HGRAD_QUAD(int polyOrder_x, int polyOrder_y, const EPointType pointType=POINTTYPE_DEFAULT)
85 :
86 TensorBasis(Teuchos::rcp( new LineBasis(polyOrder_x, pointType)),
87 Teuchos::rcp( new LineBasis(polyOrder_y, pointType)))
88 {
89 this->functionSpace_ = FUNCTION_SPACE_HGRAD;
90
91 std::ostringstream basisName;
92 basisName << "HGRAD_QUAD (" << this->TensorBasis::getName() << ")";
93 name_ = basisName.str();
94
95 order_x_= polyOrder_x;
96 order_y_ = polyOrder_x;
97 pointType_ = pointType;
98 }
99
104 Basis_Derived_HGRAD_QUAD(int polyOrder, const EPointType pointType=POINTTYPE_DEFAULT) : Basis_Derived_HGRAD_QUAD(polyOrder,polyOrder,pointType) {}
105
106
109 virtual bool requireOrientation() const override {
110 return (this->getDofCount(1,0) > 1); //if it has more than 1 DOF per edge, than it needs orientations
111 }
112
115 virtual OperatorTensorDecomposition getSimpleOperatorDecomposition(const EOperator operatorType) const override
116 {
117 const EOperator VALUE = Intrepid2::OPERATOR_VALUE;
118 const EOperator GRAD = Intrepid2::OPERATOR_GRAD;
119
120 if (operatorType == VALUE)
121 {
122 return OperatorTensorDecomposition(Intrepid2::OPERATOR_VALUE,Intrepid2::OPERATOR_VALUE);
123 }
124 else if (operatorType == GRAD)
125 {
126 // to evaluate gradient, we need both OP_VALUE and OP_GRAD (thanks to product rule)
127 // for 1D line x line, we will put derivative * value in first component, and value * derivative in second
128
129 std::vector< std::vector<EOperator> > ops;
130 ops.push_back(std::vector<EOperator>{GRAD, VALUE});
131 ops.push_back(std::vector<EOperator>{VALUE, GRAD});
132
133 std::vector<double> weights(ops.size(), 1.0);
134
135 return OperatorTensorDecomposition(ops, weights);
136 }
137 else
138 {
139 INTREPID2_TEST_FOR_EXCEPTION(true,std::invalid_argument,"operator not yet supported");
140 }
141 }
142
143 using BasisBase::getValues;
144
152 virtual void getValues(OutputViewType outputValues, const EOperator operatorType,
153 const PointViewType inputPoints1, const PointViewType inputPoints2,
154 bool tensorPoints) const override
155 {
156 Intrepid2::EOperator op1, op2;
157 if (operatorType == Intrepid2::OPERATOR_VALUE)
158 {
159 op1 = Intrepid2::OPERATOR_VALUE;
160 op2 = Intrepid2::OPERATOR_VALUE;
161
162 this->TensorBasis::getValues(outputValues,
163 inputPoints1, op1,
164 inputPoints2, op2, tensorPoints);
165 }
166 else if (operatorType == Intrepid2::OPERATOR_GRAD)
167 {
168 // to evaluate gradient, we actually need both OP_VALUE and OP_GRAD (thanks to product rule)
169 // for 1D line x line, we will put derivative * value in first component, and value * derivative in second
170
171 // outputValues1 and outputValues2 are computed by basis1 and basis2 -- these are tensorial components
172 // outputValuesComponent1 is a slice of the final output container (similarly, outputValuesComponent2)
173 // when the component basis is 1D, it expects not to have a "dimension" component in the output container
174 // the int argument in the dimension component creates a subview that skips the dimension component; the std::pair argument retains it
175 auto outputValuesComponent1 = Kokkos::subview(outputValues,Kokkos::ALL(),Kokkos::ALL(),0);
176 auto outputValuesComponent2 = Kokkos::subview(outputValues,Kokkos::ALL(),Kokkos::ALL(),1);
177
178 // compute first component -- derivative happens in x, and value taken in y
179 op1 = Intrepid2::OPERATOR_GRAD;
180 op2 = Intrepid2::OPERATOR_VALUE;
181
182 this->TensorBasis::getValues(outputValuesComponent1,
183 inputPoints1, op1,
184 inputPoints2, op2, tensorPoints);
185
186 // second component -- value in x, derivative in y
187 op1 = Intrepid2::OPERATOR_VALUE;
188 op2 = Intrepid2::OPERATOR_GRAD;
189
190 this->TensorBasis::getValues(outputValuesComponent2,
191 inputPoints1, op1,
192 inputPoints2, op2, tensorPoints);
193 }
194 else
195 {
196 INTREPID2_TEST_FOR_EXCEPTION(true,std::invalid_argument,"operator not yet supported");
197 }
198 }
199
200
205 virtual
206 const char*
207 getName() const override {
208 return name_.c_str();
209 }
210
220 Teuchos::RCP<BasisBase>
221 getSubCellRefBasis(const ordinal_type subCellDim, const ordinal_type subCellOrd) const override{
222 if(subCellDim == 1) {
223 switch(subCellOrd) {
224 case 0:
225 case 2:
226 return Teuchos::rcp( new LineBasis(order_x_, pointType_) );
227 case 1:
228 case 3:
229 return Teuchos::rcp( new LineBasis(order_y_, pointType_) );
230 }
231 }
232
233 INTREPID2_TEST_FOR_EXCEPTION(true,std::invalid_argument,"Input parameters out of bounds");
234 }
235
241 getHostBasis() const override {
243
244 auto hostBasis = Teuchos::rcp(new HostBasis(order_x_, order_y_, pointType_));
245
246 return hostBasis;
247 }
248 };
249} // end namespace Intrepid2
250
251#endif /* Intrepid2_DerivedBasis_HGRAD_QUAD_h */
BasisPtr< typename Kokkos::HostSpace::device_type, OutputType, PointType > HostBasisPtr
Pointer to a Basis whose device type is on the host (Kokkos::HostSpace::device_type),...
Implementation of bases that are tensor products of two or three component bases.
virtual bool requireOrientation() const override
True if orientation is required.
virtual const char * getName() const override
Returns basis name.
virtual OperatorTensorDecomposition getSimpleOperatorDecomposition(const EOperator operatorType) const override
Returns a simple decomposition of the specified operator: what operator(s) should be applied to basis...
virtual void getValues(OutputViewType outputValues, const EOperator operatorType, const PointViewType inputPoints1, const PointViewType inputPoints2, bool tensorPoints) const override
multi-component getValues() method (required/called by TensorBasis)
Teuchos::RCP< BasisBase > getSubCellRefBasis(const ordinal_type subCellDim, const ordinal_type subCellOrd) const override
returns the basis associated to a subCell.
Basis_Derived_HGRAD_QUAD(int polyOrder, const EPointType pointType=POINTTYPE_DEFAULT)
Constructor.
Basis_Derived_HGRAD_QUAD(int polyOrder_x, int polyOrder_y, const EPointType pointType=POINTTYPE_DEFAULT)
Constructor.
virtual HostBasisPtr< OutputValueType, PointValueType > getHostBasis() const override
Creates and returns a Basis object whose DeviceType template argument is Kokkos::HostSpace::device_ty...
Basis defined as the tensor product of two component bases.
virtual const char * getName() const override
Returns basis name.
virtual void getValues(BasisValues< OutputValueType, DeviceType > outputValues, const TensorPoints< PointValueType, DeviceType > inputPoints, const EOperator operatorType=OPERATOR_VALUE) const override
Evaluation of a FEM basis on a reference cell, using point and output value containers that allow pre...
For a multi-component tensor basis, specifies the operators to be applied to the components to produc...