2024.2.0: https://docs.fenicsproject.org/ufl/2024.2.0 2024.1.0: https://docs.fenicsproject.org/ufl/2024.1.0 2023.2.0: https://docs.fenicsproject.org/ufl/2023.2.0 2022.2.0: …

Conferences The FEniCS conference is held in a different location each year. FEniCS 2026 (Paris) FEniCS 2025 (Groningen) FEniCS 2024 (Oslo) FEniCS 2023 (Pula, Cagliari) FEniCS 2022 (San …

DOLFINx documentation DOLFINx is the next generation problem solving interface of the FEniCS Project. It is developed on GitHub.

This evaluated gradient can then be used as input to a non-FEniCS function that calculates a material constitutive model. Parameters: e – UFL expression. X – Array of points of shape (num_points, tdim) …

FEniCS release notes v0.9.0 Since the release of v0.8.0 in May there has been 190 pull requests merged into DOLFINx from 12 contributors. This release marks a milestone in DOLFINx …

Python After installation of the C++ interface, from the python/ directory the Python interface can be installed using:

7. Hyperelasticity This demo is implemented in a single Python file, demo_hyperelasticity.py, which contains both the variational forms and the solver. This example demonstrates the solution of a three …

These demos illustrate DOLFINx/FEniCSx usage and are a good way to begin learning FEniCS. We recommend that you go through these examples in the given order. Getting started: Poisson …

FEniCS is a popular open-source computing platform for solving partial differential equations (PDEs) with the finite element method (FEM). FEniCS enables users to quickly translate scientific models …

dAu = dx(au_tag) # Define integration domain for the wire q_abs_fenics_proc = (fem.assemble_scalar(fem.form(Q * dAu)) / gcs / I0).real q_abs_fenics = …