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OptFEM3DP1 Toolbox
V1.0
Matlab/Octave Optimized P1-Lagrange Finite Element Method in 3D
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NAME [Elem]=ElemMassMat3DP1D0(V) INPUTS V : double (element volume) OUTPUTS Elem : matrix 4x4 DESCRIPTION Compute P1-Lagrange elementary Mass matrix. Numbering of local points in reference element is :
Go to the source code of this file.
Functions | |
| function Elem = | ElemMassMat3DP1D0 (V) |
NAME [Elem]=ElemMassMat3DP1D0(V) INPUTS V : double (element volume) OUTPUTS Elem : matrix 4x4 DESCRIPTION Compute P1-Lagrange elementary Mass matrix. Numbering of local points in reference element is :
P=[(0, 0, 0), (1, 0, 0), (0, 1, 0), (0, 0, 1)]Automatic generation with sage (c) Cuvelier F. email:cuvelier@math.univ-paris13.fr Copyright: See License issues. | |
NAME [Elem]=ElemMassMat3DP1D0(V) INPUTS V : double (element volume) OUTPUTS Elem : matrix 4x4 DESCRIPTION Compute P1-Lagrange elementary Mass matrix. Numbering of local points in reference element is :
Automatic generation with sage (c) Cuvelier F. email:cuvelier@math.univ-paris13.fr Copyright: See License issues.
Definition in file ElemMassMat3DP1D0.m.
| function Elem = ElemMassMat3DP1D0 | ( | V | ) |
NAME [Elem]=ElemMassMat3DP1D0(V) INPUTS V : double (element volume) OUTPUTS Elem : matrix 4x4 DESCRIPTION Compute P1-Lagrange elementary Mass matrix. Numbering of local points in reference element is :
Definition at line 17 of file ElemMassMat3DP1D0.m.