const Tensor33d Marmot::FastorStandardTensors::Spatial3D::I |
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◆ LeviCivita
const Tensor333d Marmot::FastorStandardTensors::Spatial3D::LeviCivita |
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◆ IHyd
const Tensor3333d Marmot::FastorStandardTensors::Spatial3D::IHyd |
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◆ ISymm
const Tensor3333d Marmot::FastorStandardTensors::Spatial3D::ISymm |
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◆ ISkew
const Tensor3333d Marmot::FastorStandardTensors::Spatial3D::ISkew |
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◆ I4
const Tensor3333d Marmot::FastorStandardTensors::Spatial3D::I4 |
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◆ ITranspose
const Tensor3333d Marmot::FastorStandardTensors::Spatial3D::ITranspose |
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◆ Deviatoric
const Tensor3333d Marmot::FastorStandardTensors::Spatial3D::Deviatoric = I4 - 1. / 3 * IHyd |
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◆ DeviatoricTranspose
const Tensor3333d Marmot::FastorStandardTensors::Spatial3D::DeviatoricTranspose = Fastor::transpose( DeviatoricTranspose ) |
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◆ DeviatoricSymmetric
const Tensor3333d Marmot::FastorStandardTensors::Spatial3D::DeviatoricSymmetric = ISymm - 1. / 3 * IHyd |
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const EigenTensors::Tensor3333d I2xI2
Definition: MarmotTensor.h:38
const EigenTensors::Tensor3333d IFourthOrder
Definition: MarmotTensor.h:47
const EigenTensors::Tensor3333d IFourthOrderTranspose
Definition: MarmotTensor.h:50
Fastor::Tensor< double, 3, 3 > Tensor33d
Definition: MarmotFastorTensorBasics.h:38
const EigenTensors::Tensor3333d Isym
Definition: MarmotTensor.h:41
Eigen::Matrix< double, 3, 3 > Matrix3d
Definition: MarmotTypedefs.h:40
Fastor::Tensor< double, 3, 3, 3, 3 > Tensor3333d
Definition: MarmotFastorTensorBasics.h:40
const EigenTensors::Tensor333d LeviCivita3D
Definition: MarmotTensor.h:57
Fastor::Tensor< double, 3, 3, 3 > Tensor333d
Definition: MarmotFastorTensorBasics.h:39
const EigenTensors::Tensor3333d Iskew
Definition: MarmotTensor.h:44