The base class for spatial parameters of linear elastic geomechanical problems.
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template<class Scalar, class
GridGeometry, class Implementation>
class Dumux::FVSpatialParamsElastic< Scalar, GridGeometry, Implementation >
The base class for spatial parameters of linear elastic geomechanical problems.
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| | FVSpatialParamsElastic (std::shared_ptr< const GridGeometry > gridGeometry) |
| | The constructor.
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| const GlobalPosition & | gravity (const GlobalPosition &pos) const |
| | Returns the acceleration due to gravity \(\mathrm{[m/s^2]}\).
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| template<class SolidSystem, class ElementSolution> |
| Scalar | inertVolumeFraction (const Element &element, const SubControlVolume &scv, const ElementSolution &elemSol, int compIdx) const |
| | Function for defining the solid volume fraction. That is possibly solution dependent.
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| template<class SolidSystem> |
| Scalar | inertVolumeFractionAtPos (const GlobalPosition &globalPos, int compIdx) const |
| | Function for defining the solid volume fraction. That is possibly solution dependent.
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| template<class ElemVolVars, class FluxVarsCache> |
| decltype(auto) | lameParams (const Element &element, const FVElementGeometry &fvGeometry, const ElemVolVars &elemVolVars, const FluxVarsCache &fluxVarsCache) const |
| | Define the Lame parameters.
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| const GridGeometry & | gridGeometry () const |
| | The finite volume grid geometry.
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template<class Scalar, class
GridGeometry, class Implementation>
Returns the acceleration due to gravity \(\mathrm{[m/s^2]}\).
The default behaviour is a constant gravity vector; if the Problem.EnableGravity parameter is true, \(\boldsymbol{g} = ( 0,\dots,\ -9.81)^T \), else \(\boldsymbol{g} = ( 0,\dots, 0)^T \).
- Parameters
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| pos | the spatial position at which to evaulate the gravity vector |