FElupe - A Python package for Finite Element Analysis, Version 7.8.0 is available on PyPI. Now with mesh-generators for the elementary shapes line, rectangle, cube, triangle and circle.

https://github.com/adtzlr/felupe

#computationalmechanics #scientificcomputing #python #opensource #finiteelements

FElupe - A Python package for Finite Element Analysis, Version 7.8.0 is available on PyPI. Now with mesh-generators for the elementary shapes line, rectangle, cube, triangle and circle.

https://github.com/adtzlr/felupe

#computationalmechanics #scientificcomputing #python #opensource #finiteelements

Hey, exciting news about quad/hex-meshing: Easily ceate planar quad meshes between two line meshes by interpolation. Same applies for hex meshes between two quad meshes. Will be included in the upcoming release 7.7.0 of FElupe on PyPI!

https://felupe.readthedocs.io/en/latest/howto/meshgen.html

#mesh #finiteelements #meshing #python #opensource #mechanics #fea #fem #quad #hex #geometry

We published our open-access paper about damage mechanisms of air spring bellows and how to obtain a representative specimen design for cord-rubber composite materials.

https://www.researchgate.net/publication/373297067_Investigating_Damage_Mechanisms_in_Cord-Rubber_Composite_Air_Spring_Bellows_of_Rail_Vehicles_and_Representative_Specimen_Design

The scripts for the simulation, including a Jupyter notebook which may be executed in Google Colab, is available on GitHub.

https://github.com/adtzlr/fiberreinforcedrubber

#hyperelasticity #damage #composite #rubber #cord #airspring #bellow #python #fea #finiteelements #scientificcomputing #scientific #opensource

Hello there! #introduction

I am a postdoc at Université Laval in Québec working in collaboration with Michelin. My current work is about #ErrorEstimation for #FiniteElements methods. More precisely, I am working on gradient reconstruction for multimaterial problems.

I am also a #fenics user and I am interested in #NonLocalModels and more precisely in the error estimation in the finite element discretization of fractional partial differential equations.
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