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TexGen
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Base class for representing finite elements. More...
#include <Elements.h>

Classes | |
| struct | INTEGRATION_POINT |
| Struct for representing an integration point. More... | |
Public Member Functions | |
| CElement (const CMatrix &P=CMatrix(), int iOrder=3) | |
| virtual | ~CElement (void) |
| void | SetNodeCoordinates (const CMatrix &P) |
| void | SetIntegrationOrder (int iOrder) |
| void | GetKeMatrix (CMatrix &KeMatrix) |
| void | SetFibreDirection (XYZ FibreDirection) |
| XYZ | GetFibreDirection () |
Protected Member Functions | |
| void | GetBMatrix (CMatrix &BMatrix, CMatrix &Position) |
| This is the dimension matrix which is composed of the A and X matrices (B=X*A^-1) More... | |
| virtual void | GetAMatrix (CMatrix &AMatrix)=0 |
| This is the coordinate matrix given nodal coordinates P. More... | |
| virtual void | GetXMatrix (CMatrix &XMatrix, CMatrix &Position)=0 |
| This is the matrix which defines strain in terms of the coefficients. More... | |
| virtual void | GetDMatrix (CMatrix &DMatrix)=0 |
| This is the material properties matrix (typically involving E and v) More... | |
| virtual void | GetIntegrationPoints (vector< INTEGRATION_POINT > &IntegrationPoints)=0 |
| Defines a series of integration points. More... | |
Protected Attributes | |
| CMatrix | m_P |
| int | m_iIntegrationOrder |
| XYZ | m_FibreDirection |
Base class for representing finite elements.
This class contains all the implementation which is common to finite element analysis elements. Not to be confused with elements within a CMesh. The CMesh class is purely geometrical, while this class is used for FE analysis.
Definition at line 32 of file Elements.h.
Definition at line 25 of file Elements.cpp.
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inlinevirtual |
Definition at line 36 of file Elements.h.
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protectedpure virtual |
This is the coordinate matrix given nodal coordinates P.
Implemented in TexGen::CElementTriBending, and TexGen::CElementTriTension.
Referenced by GetBMatrix().
This is the dimension matrix which is composed of the A and X matrices (B=X*A^-1)
Definition at line 60 of file Elements.cpp.
References TexGen::CMatrix::EqualsMultiple(), GetAMatrix(), TexGen::CMatrix::GetInverse(), and GetXMatrix().
Referenced by GetKeMatrix().
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protectedpure virtual |
This is the material properties matrix (typically involving E and v)
Implemented in TexGen::CElementTriBending, and TexGen::CElementTriTension.
Referenced by GetKeMatrix().
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inline |
Definition at line 44 of file Elements.h.
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protectedpure virtual |
Defines a series of integration points.
The number of integration points depends on the element shape and integration order
Implemented in TexGen::CElementTri.
Referenced by GetKeMatrix().
| void CElement::GetKeMatrix | ( | CMatrix & | KeMatrix | ) |
Definition at line 41 of file Elements.cpp.
References TexGen::CMatrix::EqualsTransposeMultiple(), GetBMatrix(), GetDMatrix(), GetIntegrationPoints(), and TexGen::CMatrix::ZeroMatrix().
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protectedpure virtual |
This is the matrix which defines strain in terms of the coefficients.
Implemented in TexGen::CElementTriBending, and TexGen::CElementTriTension.
Referenced by GetBMatrix().
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inline |
Definition at line 43 of file Elements.h.
Referenced by TexGen::CGeometrySolver::AssignFibreDirectionToElements().
| void CElement::SetIntegrationOrder | ( | int | iOrder | ) |
Definition at line 36 of file Elements.cpp.
References m_iIntegrationOrder.
| void CElement::SetNodeCoordinates | ( | const CMatrix & | P | ) |
Definition at line 31 of file Elements.cpp.
References m_P.
Referenced by TexGen::CGeometrySolver::CreatePlateElements().
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protected |
Definition at line 70 of file Elements.h.
Referenced by TexGen::CElementTriBending::GetDMatrix(), and TexGen::CElementTriTension::GetDMatrix().
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protected |
Definition at line 69 of file Elements.h.
Referenced by TexGen::CElementTri::GetIntegrationPoints(), and SetIntegrationOrder().
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protected |
Definition at line 68 of file Elements.h.
Referenced by TexGen::CElementTriBending::GetAMatrix(), TexGen::CElementTriTension::GetAMatrix(), TexGen::CElementTri::GetArea(), TexGen::CElementTri::GetIntegrationPoints(), and SetNodeCoordinates().