Code covered by the BSD License
Highlights from
Fast assembly of stiffness and matrices in finite element method
- M=mass_matrixP1_2D(elements,a...
- M=mass_matrixP1_2D_elasticity...
- M=mass_matrixP1_3D(elements,a... particular part for a given element in a given dimension
- M=mass_matrixP1_3D_elasticity... for elasticity in 2D
- [A,areas]=stifness_matrixP1_2... particular part for a given element in a given dimension
- [A,areas]=stifness_matrixP1_2... for laplace
- [A,areas]=stifness_matrixP1_3... particular part for a given element in a given dimension
- [K,areas]=stifness_matrixP1_3... for laplace
- [coordinates,elements3,dirich... function: [coordinates,elements3,dirichlet]=refinement_uniform(coordinates,elements3,dirichlet)
- [coordinates,elements3,dirich... function: [coordinates,elements3,dirichlet]=refinement_uniform(coordinates,elements3,dirichlet)
- [element2edges, edge2nodes]=g... function: [element2edges, edge2nodes]=edge_numbering(elements)
- [element2faces, face2edges, f... function: [element2faces, face2nodes]=getFaces(elements)
- [matrix,I]=deleterepeatedrows... function: [element2edges, edge2nodes]=edge_numbering(elements)
- aminv (ama)
- amsm (ama,smx)
- amsv (ama,svx)
- amt (ama)
- amtam (amx,ama)
- astam (asx,ama)
- avtam (avx,ama)
- phider (coord,point,etype) PHIDER Returns the gradients of the basis functions
- point=integration_point_trans... Affine transformation from the reference tetrahedra given by vertices
- shapeder (point,etype) SHAPEDER Returns the gradients of the shape functions with
- shapefun (point,etype) SHAPEFUN Returns the values of the shape functions.
- show_mesh(elements,coordinate...
- smamt (smx,ama)
- svamt (svx,ama)
- tetrarefine3(XYZ,Elm,ERef); author: Ales Janka, ales.janka@unifr.ch, http://perso.unifr.ch/ales.janka
- start_assembly_P1_2D.m
- start_assembly_P1_2D_elastici...
- start_assembly_P1_3D.m
- start_assembly_P1_3D_elastici...
- start_compute_areas.m
- View all files
Fast assembly of stiffness and matrices in finite element method
03 Jun 2010 (Updated 19 Mar 2013) vectorization of FEM matrices assembly |
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