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io_mesh_vtk

VTK polydata surface mesh Import-Export Add-on for Blender

jos-stam-vort-confine

Original Jos Stam fluid dynamics code with optional vorticial confinement implementation.

labelfree-dnn-surrogate

Surrogate Modeling for Fluid Flows Based on Physics-Constrained Label-Free Deep Learning

latticeboltzmann

A 2D Lattice Boltzmann program

libfluid

PIC/FLIP/APIC fluid simulation

libigl

Simple C++ geometry processing library.

libigl-example-project

A blank project example showing how to use libigl and cmake.

libigl-python-bindings

IGL python bindings

libigl-tutorial-data

Data for libigl tutorial

linear-cpp

An attempt at a C++ tutorial.

manim

Animation engine for explanatory math videos

me343-cme216-winter-2021

ME343 CME216 Winter 2021 class web site

meshio

input/output for many mesh formats

mfem

Lightweight, general, scalable C++ library for finite element methods

mfmc

Multi Fidelity Monte Carlo

mlflip

A quick implementation of MLFLIP

morphman

A collection of tools for manipulation of morphological features in patient-specific geometries

mpm

Material-Point-Methods in Julia

multifluids

Multiple Interacting Fluids Project

natrix

Fast fluid simulation in Python :snake:

navier_stokes_jos_stam_imp

Navier-Stokes implementation for Processing based on Jos Stam work

notes

CME211 Notes | Outline ->

num-methods-for-pdes

Lecture material on numerical methods for partial differential equations.

numerical-lib

Implementation of various different numerical methods for solving PDEs. Furthermore, solutions of more complex scenarios of heat transform are examined.

ogl

onepu

Quick 'n dirty implementation of Featherstone's Articulated Bodies Algorithm

pbrt-v3

Source code for pbrt, the renderer described in the third edition of "Physically Based Rendering: From Theory To Implementation", by Matt Pharr, Wenzel Jakob, and Greg Humphreys.

physics-based-deep-learning

Links to works on deep learning algorithms for physics problems, TUM-I15 and beyond

pinns

Physics Informed Deep Learning: Data-driven Solutions and Discovery of Nonlinear Partial Differential Equations

pointnet-keras

Keras implementation for Pointnet