Two dimensional high-order spectral element method fluid dynamics solver
-
Updated
Jun 14, 2017 - Fortran
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.
Two dimensional high-order spectral element method fluid dynamics solver
A quick and dirty project to deploy a working DG solver
Two dimensional high-order spectral element method fluid dynamics solver (this code is no longer maintained!)
A repository of ABAQUS FORTRAN subroutines
A neutron transport mini-app with both diamond-difference and linear-discontinuous finite element spatial discretisation options
Legolas: a modern tool for MHD spectroscopy
Fortran code applying the finite element method to run three-dimensional calculations based on self-consistent field theory.
MPI/OpenMP hp-adaptive 3D finite element software
MYSTRAN is a general purpose finite element analysis solver
Finite element polycrystal plasticity
A Python driven, Fortran powered Finite Difference solver for arbitrary hyperbolic PDE systems. This is the mini-app for the Miranda code.
Official git repository of Elmer FEM software
Personal fork of OpenRadioss
OpenRadioss is a powerful, industry-proven finite element solver for dynamic event analysis