A coupling library and ecosystem for partitioned multi-physics and multi-scale simulations, including surface and volume coupling.
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Updated
Mar 26, 2026 - C++
A coupling library and ecosystem for partitioned multi-physics and multi-scale simulations, including surface and volume coupling.
computational adjoint-based shape optimization and optimal control software for python
A Tensorial Mixed Finite Element Solver for the Linear R13 Equations Using the FEniCS Computing Platform (Mirror from https://git.rwth-aachen.de/lamBOO/fenicsR13).
A numerical comparison of FEM (FEniCS) and SPH (SmoothedParticles.jl) in a standard benchmark experiment - a flow around a cylinder.
Complex constitutive models beyond the FEniCS UFL.
Devilishly fun finite element fluid simulation 😈
Snappy finite element simulation of the convection and reaction of CO₂ 🐊
pyMOR - Model Order Reduction with Python
FEMlium – interactive visualization of finite element simulations on geographic maps with folium
Codes for finite element method
PASSC framework extended to unsteady convection-diffusion-reaction problems. Combines SUPG-stabilized FEM with YZβ shock-capturing and PINN-based post-processing correction near terminal time. Residual blocks with random Fourier features. Implemented in FEniCS and PyTorch (Python).
High performance computational platform in Python for the spectral Galerkin method
A reimplementation of the Springer book: https://github.com/hplgit/fenics-tutorial/, covering new topics as well as transitioning from dolfin to dolfinx
preCICE-adapter for the open source computing platform FEniCS
FEATool Multiphysics - "Physics Simulation Made Easy" (Fully Integrated FEA, FEniCS, OpenFOAM, SU2 Solver GUI & Engineering CAE Simulation Platform)
Comprehensive computational framework for REBCO HTS coils and plasma physics applications. Features validated 7.07T superconducting magnet designs, Lentz soliton simulation with interferometric detection, high-beta plasma confinement analysis, and multi-physics FEA integration. Open-source Python implementation with interactive Jupyter notebooks.
A scalable domain decomposition-based architecture for propagating uncertainty through 2D and 3D PDE models.
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