Simulation of the three-component, two-bulb diffusion experiment using the finite volume method.

A simple well-balanced FVM for Two layer SWEs

Projet Volumes Finis sur l'interaction d'un choc et d'une bulle

A fully developed turbulent channel flow is numerically solved using FVM.

Source code for blog posts at krashkov.com

Diffuse Optical Tomography (DOT) is an non-invasive optical imaging technique that measures the optical properties of physiological tissue using near infrared spectrum light. Optical properties are extracted from the measurement using reconstruction algorithm. This project uses the steepest descent method for reconstruction of optical data.

Testing the implementation of numerical methods for solving the convection diffusion problem with variable coefficients and Neumann boundary conditions

This project is an initiative to define several basic neutral file formats to facilitate exchange of meshes (as in FEM) between different SW packages.

2D convection diffusion solver for scalar transport in MATLAB

FVM Unstructured Grid Code for Advection-Diffusion Equation

Course material I created for the tutorial "Mathematical Modelling in Climate Research" at the Freie Universität Berlin

Two dimensional heat equation resolution with the help of the Finite Volume Method on a cartesian mesh

Two-bulb three-component Maxwell-Stefan diffusion using the finite volume method.

Computational framework for solving the radiative transfer equation in one spatial dimension using a Godunov-type finite volume method with piecewise linear reconstruction of the solution within each cell of the computational domain.

Material from the course of Partial Differential Equation Simulations at ENSEM - Université de Lorraine.

Simulation of the n-component twin-bulb diffusion experiment using the finite volume method.

Python version of Patankar book Conduct | Heat Transfer | Finite Volume Method

SIMPLE algorithm FVM codes on staggered grid

This project shows how to develop and solve sparse Ax=b system. PETSc is utilised for the iterative solution.

The GRP scheme is a second-order-accuracy finite volume method(FVM) that utilizes the time derivatives on the cell interfaces, and achieves stunning numeric results in a wide variety of CFD topics.