A curated collection of Python examples for optimization-based solid simulation, emphasizing algorithmic convergence, penetration-free, and inversion-free conditions, designed for readability and understanding.
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Updated
Dec 21, 2025 - Python
A curated collection of Python examples for optimization-based solid simulation, emphasizing algorithmic convergence, penetration-free, and inversion-free conditions, designed for readability and understanding.
Interactive cloth simulator using the method described in the SIGGRAPH paper "Fast Simulation of Mass-Spring Systems" by Liu, T., Bargteil, A. W., Obrien, J. F., & Kavan, L.
A curated set of C++ examples for optimization-based elastodynamic contact simulation using CUDA, emphasizing algorithmic convergence, penetration-free, and inversion-free conditions. Designed for readability and understanding, this tutorial helps beginners learn how to write simple GPU code for efficient solid simulations.
Inverse Kinematics Solvers: Comprehensive Guide and Implementations
A modified implementation for fast mass spring systems based on Siggraph Asia 2013 Paper "Fast Simulation of Mass-Spring Systems"
A Simulink project that simulates both single and double mass-spring-damper systems.
Tool to Analyze Binding Affinity
Three.js simulator for mass spring systems
Coupled Mass Spring System Dynamics Solver: A C# application for analyzing the dynamic response of a 2 DOF coupled mass-spring system. It includes tools for studying the effects of initial conditions and sinusoidal forces in both time and frequency domains.
toy projects with vpython for computational physics
Physics-based simulation of cloth using mass-spring systems
A comprehensive computational physics project that simulates wave dynamics through coupled oscillator systems, exploring normal modes, symmetry effects, and wave propagation phenomena.
Biologically plausible learning in visco-elastic materials: energy-based model (EBM) approach to learning based on prospective configuration.
This repository contains interactive projects for optimization, deformation, and kinematics
A PyGame simulation of the motion over time for an interconnected mass-spring-system with n masses
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