v0.13.1
Classes | Namespaces
LinearFormsIntegrators.hpp File Reference

Linear forms integrators. More...

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Classes

struct  MoFEM::OpSourceImpl< 1, 1, GAUSS, OpBase >
 Integrate source. More...
 
struct  MoFEM::OpSourceImpl< 1, FIELD_DIM, GAUSS, OpBase >
 
struct  MoFEM::OpSourceImpl< BASE_DIM, BASE_DIM, GAUSS, OpBase >
 
struct  MoFEM::OpBaseTimesScalarFieldImpl< 1, S, GAUSS, OpBase >
 
struct  MoFEM::OpBaseTimesVectorImpl< 1, FIELD_DIM, S, GAUSS, OpBase >
 
struct  MoFEM::OpBaseTimesVectorImpl< BASE_DIM, BASE_DIM, S, GAUSS, OpBase >
 
struct  MoFEM::OpGradTimesTensorImpl< 1, 1, SPACE_DIM, S, GAUSS, OpBase >
 
struct  MoFEM::OpGradTimesTensorImpl< 1, SPACE_DIM, SPACE_DIM, S, GAUSS, OpBase >
 
struct  MoFEM::OpGradTimesSymTensorImpl< BASE_DIM, FIELD_DIM, SPACE_DIM, S, I, OpBase >
 
struct  MoFEM::OpGradTimesSymTensorImpl< 1, SPACE_DIM, SPACE_DIM, S, GAUSS, OpBase >
 
struct  MoFEM::OpMixDivTimesUImpl< BASE_DIM, FIELD_DIM, SPACE_DIM, I, OpBase >
 
struct  MoFEM::OpMixDivTimesUImpl< 3, FIELD_DIM, SPACE_DIM, GAUSS, OpBase >
 
struct  MoFEM::OpMixDivTimesUImpl< 3, 1, SPACE_DIM, GAUSS, OpBase >
 
struct  MoFEM::OpMixDivTimesUImpl< 1, FIELD_DIM, FIELD_DIM, GAUSS, OpBase >
 
struct  MoFEM::OpMixVecTimesDivLambdaImpl< SPACE_DIM, I, OpBase >
 
struct  MoFEM::OpMixVecTimesDivLambdaImpl< SPACE_DIM, GAUSS, OpBase >
 
struct  MoFEM::OpMixTensorTimesGradUImpl< SPACE_DIM, I, OpBase >
 
struct  MoFEM::OpMixTensorTimesGradUImpl< SPACE_DIM, GAUSS, OpBase >
 
struct  MoFEM::OpNormalMixVecTimesScalarImpl< 3, GAUSS, OpBase >
 
struct  MoFEM::OpNormalMixVecTimesScalarImpl< 2, GAUSS, OpBase >
 
struct  MoFEM::OpConvectiveTermRhsImpl< 1, 1, SPACE_DIM, GAUSS, OpBase >
 
struct  MoFEM::OpConvectiveTermRhsImpl< 1, FIELD_DIM, SPACE_DIM, GAUSS, OpBase >
 
struct  MoFEM::FormsIntegrators< EleOp >::Assembly< A >
 Bilinear integrator form. More...
 
struct  MoFEM::FormsIntegrators< EleOp >::Assembly< A >::OpGradTimesTensor< EleOp >
 Integrate \((v,f(\mathbf{x}))_\Omega\), f is a scalar. More...
 
struct  MoFEM::FormsIntegrators< EleOp >::Assembly< A >::OpConvectiveTermRhs< EleOp >
 Integrate \((v_{,i},f_{ij})_\Omega\), f is symmetric tensor. More...
 

Namespaces

namespace  MoFEM
 implementation of Data Operators for Forces and Sources
 

Detailed Description

Linear forms integrators.

Definition in file LinearFormsIntegrators.hpp.