Classes | Namespaces
axisym_cylindrical_solid_with_pressure_elements.h File Reference

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Classes

class  oomph::AxisymmetricCylindricalPVDWithPressureEquations
 A class for elements that solve the equations of solid mechanics, based on the principle of virtual displacements in an axisymmetric formulation. In this case x[0] is the component of displacement in the radial direction and x[1] is that in the theta direction. More...
 
class  oomph::ProjectableAxisymCylindricalPVDWithPressureElement< PVD_ELEMENT >
 AxisymCylindricalPVDWithPressureElement upgraded to become projectable. More...
 
class  oomph::FaceGeometry< ProjectableAxisymCylindricalPVDWithPressureElement< ELEMENT > >
 Face geometry for element is the same as that for the underlying wrapped element. More...
 
class  oomph::FaceGeometry< FaceGeometry< ProjectableAxisymCylindricalPVDWithPressureElement< ELEMENT > > >
 Face geometry of the Face Geometry for element is the same as that for the underlying wrapped element. More...
 
class  oomph::QAxisymmetricCylindricalPVDWithPressureElement
 QElements. More...
 
class  oomph::FaceGeometry< QAxisymmetricCylindricalPVDWithPressureElement >
 FaceGeometry of a QAxisymCylindricalPVDElement. More...
 
class  oomph::FaceGeometry< FaceGeometry< QAxisymmetricCylindricalPVDWithPressureElement > >
 FaceGeometry of the FaceGeometry of a QAxisymCylindricalPVDElement. More...
 
class  oomph::TAxisymCylindricalPVDWithPressureElement
 An Element that solves the axisymmetric solid mechanics equations, based on the principle of virtual displacements in cylindrical polar coordinates, using SolidTElements for the interpolation of the variable positions. More...
 
class  oomph::FaceGeometry< TAxisymCylindricalPVDWithPressureElement >
 FaceGeometry of a TAxisymCylindricalPVDElement. More...
 
class  oomph::FaceGeometry< FaceGeometry< TAxisymCylindricalPVDWithPressureElement > >
 FaceGeometry of the FaceGeometry of the TAxisymCylindricalPVDElement. More...
 

Namespaces

namespace  oomph
 DRAIG: Change all instances of (SPATIAL_DIM) to (DIM-1).