Project Name | Stars | Downloads | Repos Using This | Packages Using This | Most Recent Commit | Total Releases | Latest Release | Open Issues | License | Language |
---|---|---|---|---|---|---|---|---|---|---|
Vedo | 1,896 | 27 | a month ago | 28 | November 15, 2023 | 109 | mit | Python | ||
A python module for scientific analysis of 3D data based on VTK and Numpy | ||||||||||
Mfem | 1,465 | 3 months ago | 4 | October 23, 2022 | 259 | bsd-3-clause | C++ | |||
Lightweight, general, scalable C++ library for finite element methods | ||||||||||
Pymapdl | 389 | 3 | 3 months ago | 55 | October 11, 2023 | 108 | mit | Python | ||
Pythonic interface to MAPDL | ||||||||||
P4est | 227 | 3 months ago | 24 | gpl-2.0 | C | |||||
The "p4est" forest-of-octrees library | ||||||||||
Glvis | 219 | 5 months ago | 14 | bsd-3-clause | C++ | |||||
Lightweight OpenGL tool for accurate and flexible finite element visualization | ||||||||||
Dmsh | 204 | 1 | a year ago | 36 | March 13, 2023 | 4 | gpl-3.0 | |||
:spider_web: Simple mesh generator inspired by distmesh. | ||||||||||
Core | 166 | 3 months ago | 110 | other | C++ | |||||
parallel finite element unstructured meshes | ||||||||||
Finetools.jl | 139 | 3 months ago | mit | Julia | ||||||
Finite Element tools in Julia | ||||||||||
Feconv | 78 | 3 months ago | 7 | gpl-3.0 | Fortran | |||||
Program feconv is an utility to convert between several mesh and FE field formats, like ANSYS mesh files (.msh), MD Nastran input files (.bdf), I-Deas Universal (.unv), VTK files (.vtk), etc. If you use a Modulef format to store an intermediate mesh (.mfm). It can transform the FE type of a mesh composed of trangles or tetrahedra, to Lagrange P1 or P2, Raviart-Thomas (face) or Whitney (edge) finite elements. It also uses third-party code to perform bandwidth optimization (CutlHill-McKee optimization). | ||||||||||
Florence | 69 | 9 months ago | 6 | July 25, 2018 | 3 | mit | Python | |||
A finite element framework for Python's scientific stack: arbitrary order planar/curvilinear mesh generation and finite element methods for linear and nonlinear analysis of coupled multiphysics problems |