A simple finite volume tool for Julia

Numba-accelerated Pythonic implementation of MPDATA with examples in Python, Julia, Rust and Matlab

Finite volume toolbox in Python

1D simulations using Lattice Boltzmann method

Finite volume based solver for Advection-Diffusion Equation solver using only Python

ParaDiag includes diagonalization-based Parallel-in-Time (PinT) algorithms, which can handle both both dissipative and hyperbolic equations.

A Parallel Integrated Computational-Statistical Platform for Homogeneous Turbulent Transport

Climate Modeling with Neural Advection-Diffusion Equation, Springer KAIS

Yolohtli is a 2D cardiac electrophysiology solver developed in C/CUDA parallel programming language. The solver has many functionalities to facilitate the user experience and analysis. These include easy to use loading/saving options, keyboard/mouse user interactivity, and real time OpenGL graphics. Moreover, several non-standard functions have …

Course work of computational fluid dynamics from UMich.

Curso de Dinámica de Fluidos Computacional Aplicada (CFD) creado en la herramienta Jupyter Notebook y empleando Python V3.7

Deformable lattice Boltzmann method for diffusion in 1D moving domains

This course covered computational techniques for situations that often arise in Physics, Mathematics, and Engineering.

TCPAT2 is a tool for analysing temporal concentration profiles, such as those used in river tracing.

Numerical methods applied to the advection equation

Solves advection-diffusion equation for a low Prandt number medium

WHETGEO-2D is a Java-based modeling environment to simulate water flow, heat and solute transport in variably saturated porous media.

In this repository, you will find a serial, shared-memory parallel, distributed-memory parallel and hybrid implementations of the advection-diffusion simulation.

A problem presented by W. L. Gore & Associates at the MPI 2023 Workshop