A modular Finite Element Method solver implemented in Python
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Updated
May 11, 2014 - Python
The finite element method (FEM) is a numerical method for solving problems of engineering and mathematical physics. Typical problem areas of interest include structural analysis, heat transfer, fluid flow, mass transport, and electromagnetic potential.
A modular Finite Element Method solver implemented in Python
FEM solution of the stationary Schrödinger equation for the harmonic oscillator potential.
Delaunay triangulation, PDE solving by FEM, and possion image editing.
Library for solving time dependent PDEs in FEniCS using Runge-Kutta ESDIRK methods
Python toolbox in construction to assign values to a computational grid
Airframe Finite Element Modeler
Reads a mesh from CalcluliX input (.inp) files.
Python FEM solver for a bar and trusses
gmshparser is a lightweight, 100 % tested and well documented package that aims to reliably parse the Gmsh ascii file format (.msh). The package does not introduce any external dependencies and thus fits well with the needs of your own FEM research code as a small stand-alone package.
🕸️ A comparison of mesh generators.
An FEM suite for 2D structural analysis. Developed as part of my coursework for the module "Numerical Techniques in Civil Engineering" of MSc Civil and Water Engineering at Cardiff University.