raulazo-m

raulazo-m's Stars

• Naruki-Ichihara/fenics_optimize

  optfx is a module of the FEniCS computing platform for multiphysics optimization problems.

  Language:Python63

• aflahelouneg/inverse_identification_soft_tissue

  Language:Python154

• raulazo-m/Anisotropic-viscoelasticity

  Numerical model in FEniCS and FEniCSx for matrix-fiber composite materials. Details of the model in Liu et al. (2019).

  Language:Jupyter Notebook2

• michalhabera/dolfiny

  Dolfin-y, high level wrappers for dolfin-x, the FEniCS library

  Language:Python288

• danielwilczak101/EasyGA

  EasyGA is a python package designed to provide an easy-to-use Genetic Algorithm. The package is designed to work right out of the box, while also allowing the user to customize features as they see fit.

  Language:Python487

• Naereen/notebooks

  :notebook: A growing collection of Jupyter Notebooks written in Python, OCaml and Julia for science examples, algorithms, visualizations etc

  Language:Jupyter Notebook12645

• thelfer/MFrontGenericInterfaceSupport

  This project aims at providing support for MFront generic behaviours. This project can be embedded in open-source and propriary sofware

  Language:C++3835

• ryanhaagenson/Generalized_Poroelastic_Model_FEniCS

  The model code for the poroelastic model assocaited with the article title "A generalized poroelastic model using FEniCS with insights into the Noordbergum effect" by Haagenson et al. published in Computers & Geosciences.

  Language:Python1710

• marcomusy/vedo

  A python module for scientific analysis of 3D data based on VTK and Numpy

  Language:Python2k265

• compmec/hyper

  Solve static non-linear mechanics problems using Finite Elements Method for hyperelastic materials

  Language:Python93

• frank1789/AnsysHomerwork

  Exercise develop during the course "Mechanical design and machine elements"

  11

• lmps-0/FEM_Ansys_APDL

  Numerical Simulations via Finite Elements of the Hole drilling Method for Measuring Residual Stress

  Language:Fortran3

• Yongseok7717/Visco_Frac_CG

  We solve fractional order viscoelasticity problem by finite element methods. For time discretisation, we employ the Crank-Nicolson type finite difference scheme as well as linear interpolation for fractional-order time integral.

  Language:HTML11

• FranckLab/FIDVC

  Fast Iterative Digital Volume Correlation Algorithm

  Language:MATLAB3118