PERIGEE is a finite element code for multiphysics analysis
-
Updated
Aug 5, 2024 - C++
The finite element method (FEM) is a numerical method for solving problems of engineering and mathematical physics. Typical problem areas of interest include structural analysis, heat transfer, fluid flow, mass transport, and electromagnetic potential.
PERIGEE is a finite element code for multiphysics analysis
Advanced manufacturing modeling and simulation
MAcroscopic Crystal PLAsticity Simulator
Add-On to NGSolve for Trefftz methods
The fdaPDE core library is a C++ header-only library for Partial Differential Equation discretization, computational geometry, unconstrained nonlinear optimization, linear algebra and much more.
C++17 wrapper around ExodusII
Adaptive multiresolution discontinuous Galerkin C++ package
This project provides a comprehensive framework for performing modal analysis and response evaluation of plane trusses. The project employs modal superposition techniques to analyze the dynamic behavior of structures subjected to shock (pulse) excitation.
Command line interface for libfemp, a small finite element method library written in C++ and developed to analyse 3D elastic solid models.
A small finite element method library written in C++ and developed to analyse 3D elastic solid models.
A two-dimensional nodal discontinuous Galerkin solver for the non-linear Euler equations with different boundary conditions.
Object oriented framework for the Positional Finite Element Method
A multiscale fractured mesh generator for NeoPZ
Extreme-scale Discontinuous Galerkin Environment (EDGE)
Multiphysics Finite Element Simulation
MVox Mesh Voxelizer
An implementation of a symbolic weak form interface for deal.II, using expression templates as well as automatic and symbolic differentiation.
A collection of high-performance material constitutive models used in computational mechanics.
new_abaqus is a hobby project for creating an FE-solver reading an FE-mesh following the syntax of the commercial software abaqus.
C++ library for meshes and finite elements on manifolds