Stars
Kratos Multiphysics (A.K.A Kratos) is a framework for building parallel multi-disciplinary simulation software. Modularity, extensibility and HPC are the main objectives. Kratos has BSD license and…
StiffMa: Fast finite element STIFFness MAtrix generation in MATLAB by using GPU computing.
Efficient and High-quality Graph Coloring on the GPU
A finite element code to solve for the dynamic fragmentation of concrete at different strain rates. A bi-linear cohesive zone model is used for the simulation
Multiphysics Object Oriented Simulation Environment
Productive, portable, and performant GPU programming in Python.
CalculiX is an OSS package designed to solve field problems. The method used is the finite element method. This package is a native Microsoft Windows 64-bit build of CalculiX.
DO NOT USE THIS REPO! Migrated to https://gitlab.opengeosys.org/ogs/ogs!
Multi-yield-surface elastoplatic material model for von-Mises, Drucker-Prager, and Rounded-Mohr-Coulomb.
A C++ FEM code sharing the same input data file with STAP90
Numerical model of heterogeneous concrete in 3D for finite element analysis of transport- and mechanical problems, and computational homogenization.
Strain Gradient Theory Simulation (Python and Fortran on Abaqus)
Abaqus UMAT for DSID model using return mapping (cutting plane) algorithm
A variety of ABAQUS user element (UELs) and user material (UMATs) subroutines
jvleta / pyplot-fortran
Forked from jacobwilliams/pyplot-fortranFor generating plots from Fortran using Python's matplotlib.pyplot
A modular Finite Element Method solver implemented in Python
Hermes is a C++ library for rapid development of adaptive hp-FEM / hp-DG solvers. Novel hp-adaptivity algorithms are designed to solve a large variety of problems ranging from ODE and stationary li…
Note: This is not the official development repository, but is a personal fork in order to maintain the version I used in my own project. Vega is a computationally efficient and stable C/C++ physics…
A Matlab program which solves a static nonlinear FEM problem with linear shape functions, for an ideal elastic-plastic material
Project 2 in course Finite element analysis - Nonlinear systems
PDEAssembles takes a set of partial differential equations and boundary conditions and creates a global assembly M, C, K, f in SparseMatrixCSC format ready for linear system solvers.
Kinetic Monte Carlo with multiple time scales and sensitivity analysis
Multi-scale Analysis Strategies in PRNU-based Tampering Localization