Repositorio con implementaciones numéricas en FEniCSx v0.10.0 de diversos modelos constitutivos para materiales matriz-fibra (tipo gel), que incluyen efectos de difusión y viscoelasticidad, tomados de múltiples artículos de investigación.
Form A — using environment.yml
conda env create -f environment.yml
conda activate dolfinx-papersForm B — manual installation
conda create -n dolfinx-papers python=3.11
conda activate dolfinx-papers
conda install -c conda-forge fenics-dolfinx mpich pyvista mpi4py petsc4py numpy scipy matplotlib scifem
pip install tqdm viskex[backend-dolfinx,tutorials]- FEniCS/DOLFINx = 0.10.0
- Python ≥ 3.11
- mpi4py, petsc4py, numpy, scipy, matplotlib, pyvista, tqdm, scifem
- (opcional) viskex, dolfiny
dolfinx-snippets/
├── assets/
├── data/
├── docs/
├── docs/
├── notebooks/
│ ├── 01 - Nolan
│ ├── 02 - Liu
│ ├── 03 - Bosnjak
│ ├── 04 - Bosnjak conference
│ ├── 05 - Stewart
│ ├── 06 - Chester 14
│ └── 07 - Hatami marbin
├── src/
│ └── common/
├── tests/
├── environment.yml
├── README.md
├── CONTRIBUTING.md
├── CITATION.cff
├── AUTHORS
└── LICENSE
- Nolan et al. (2019): Anisotropic hyperelastic matrix-fiber model.
- Liu et al. (2019): Viscoelastic matrix-fiber model with three methods for solving the viscoelastic evolution equation.
- Bosnjak et al. (2019): Diffusion matrix-fiber model.
- Bosnjak et al. (2017): Diffusion matrix-fiber model conference.
- Stewart et al. (2020): Updated codes for 2D hydrogels(pegda).
- Chester: Coupled viscoelasticity and diffusion model.
- Girard et al. (2009): An anisotropic fiber-reinforced hyperelastic constitutive model for soft biological tissue.


