Currently, the listing contains the Courant and Fourier numbers for the momentum equation, and the combined Courant/Fourier criterion. It could be interesting to also have this combined Courant/Fourier criterion for transported scalars. This might be especially relevant for buoyant scalars.
Authors' implementation of my SIGGRAPH Asia 2021 Technical Communications (Viewport-Resolution Independent Anti-Aliased Ray Marching on Interior Faces in Cube-Map Space) demo I. Fast volume rendering using our novel ray marching with smoke simulations by Eulerian grid method for solving Navier-Stokes equation.
A parallel, fast solver for the scalar advection-diffusion and the incompressible Navier-Stokes equations based on semi-Lagrangian/Volume-Integral method.
This repository contains a Fortran implementation of a 2D flow using the projection method, with Finite Volume Method (FVM) approach. The code solves Navier Stokes equations in a 2D lid driven cavity, with computation of the rotational as well.
Implemented a NS solver using SIMPLE algorithm and solved the benchmark cavity problem. There are some small bugs that have to be fixed. But the thoery behind the code is well established. I used reference from a CFD book written by Versteeg. I found the explanation in this book to be better compared to the Patankar book. Next part is to implement the channel flow benchmark problem using this code.
Currently, the listing contains the Courant and Fourier numbers for the momentum equation, and the combined Courant/Fourier criterion. It could be interesting to also have this combined Courant/Fourier criterion for transported scalars. This might be especially relevant for buoyant scalars.