There are 5 repositories under sofa-framework topic.
Real-time multi-physics simulation with an emphasis on medical simulation.
This Sofa plugin contains components & method for soft robotics.
A SOFA plugin to simulate linear structures using Cosserat theory
A python plugin for Sofa offering a pythonic interface and python3 support.
Plugin implementing Kirchhoff rods to simulate any 1D flexible structure
This repository allows for coupling the open-source framework SOFA with the Robot Operating System (ROS)
Quick and simple GUI for SOFA, based on GLFW and optionally Dear ImGui
Rendering Hardware Interface for SOFA
SQL for numerical simulations.
Optimus plugin was created to provide a testing environment for data-driven physics-based modeling.
A Sofa application to benchmark Sofa code using google benchmark
Very simple implementation of a Saint-Venant-Kirchhoff SOFA force field using FEniCS C code generation
SOFA plugin wrapping the Eigen linear solvers into SOFA components
SOFA framework plugin to implement tearing of triangular meshes
Python3 scripts exporting SOFA simulations in Blender as animations.
Use CGAL features into SOFA (remeshing, tetrahedra generation...)
SOFA Plugin to support manifold topologies.
SOFA plugin for registering deformable surfaces to target surfaces
SOFA Plugin with implementation of the paper "Meshless Deformations Based on Shape Matching" (Muller, Heidelberger, Teschner and Gross)
SOFA plugin dedicated to solving linear systems on the GPU using CUDA
SOFA plugin adding the ability to read SOFA scenes written in the json format
Simple C++-based example running two SOFA simulations in parallel
PluginFinder is a program loading SOFA simulations in order to find the required SOFA plugins, i.e. the plugins containing all the components of the simulation
Implementation of the article entitled "Invertible finite elements for robust simulation of large deformation" from Irving, G., Teran, J., and Fedkiw, R., SCA 2004
Haptic Avatar driver plugin for SOFA
This plugin implements a discretization method, the Multiplicative Jacobian Energy Decomposition (MJED) which is an alternative to the classical Galerkin FEM formulation
A Plugin for the SOFA framework to describe linear viscoelastic material