A framework for Smoothed Particle Hydrodynamics in Python

Netgen/NGSolve is a high performance multiphysics finite element software. It is widely used to analyze models from solid mechanics, fluid dynamics and electromagnetics. Due to its flexible Python interface new physical equations and solution algorithms can be implemented easily.

2D-Finite Element Analysis with Python

Crystal plasticity finite element code, VUMAT file for Abaqus

Cell centred code for explicit solid dynamics in OpenFOAM

Automatic Differentiation for Solid Mechanics

🧮 An Open Source, Parallel and Heterogeneous Finite Element Analysis Framework

🔍 finite element analysis for continuum mechanics of solid bodies

Utilities for doing calculations in continuum mechanics.

The working repository for my PhD project at the Centre for Scientific Computing, Cambridge

Files for the course "Advanced Mechanics of Solids" in the Mechanical Engineering department of IIT Kharagpur

Some Jupyter Notebooks I am creating for the course Applied Elasticity at IIT Kharagpur

BERT is a dataset that presents vibration tests performed on an aluminum beam with a bolted joint with various tightening torques and hysteresis effects. This experiment was conducted at the SHM Lab from UNESP Ilha Solteira.

A minimalist FEM program in C++ (single header)

Vertex centred code for explicit solid dynamics in OpenFOAM

A direct Jacobian total Lagrangian explicit dynamics finite element algorithm for real-time simulation of hyperelastic materials

Weakly-Compressible Smoothed Particle Hydrodynamics Parallel Solver for Elasto Plastic and thermal coupled Solid Mechanics

Some .tns file for Ti nspire CX CAS about Fluid Mechanics, Theory of Construction and Computational structural mechanics

Fast computation of soft tissue thermal response under deformation based on fast explicit dynamics finite element algorithm for surgical simulation

Expandable And Scalable Infrastructure for Finite Element Methods, EASIFEM, is [Modern Fortran](https://fortran-lang.org) framework for solving partial differential equations (PDEs) using finite element methods. EASIFEM "eases" the efforts to develop scientific programs in Fortran.