Fortran implemetation of Incompressible Navier-Stokes equations using Jos Stam Algorithm
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Updated
Mar 20, 2022 - Fortran
Fortran implemetation of Incompressible Navier-Stokes equations using Jos Stam Algorithm
FORTRAN code implementing the Chorin method to solve the incompressible N-S eq.
Module for tracking the particle's trajectories, which is usually attached on the PALM code.
The source code for Finite volume Explicit STructured 3Dimensional (FEST-3D) solver.
Fortran90 Computational Fluid Dynamics (CFD) code designed to solve the 3D Navier-Stokes equations for incompressible flow using a high-order finite difference method
Personal fork of OpenRadioss
Pseudo-spectral code for turbulent flows in 3D
DNS Compressible Navier-Stokes Equation solver with Finite Difference Schemes spatially and 2nd-order Adams-Bashforth and 3rd-order Range-Kutta temporally
Mesh generator to initialize a structured grid for flow passes through a bump.
Fortran Environment for Numerics
A library for parsing and handling Fluent "case" files intended for computational fluid dynamics (CFD) simulations.
Compressible Linear Stability Solver with Surface Curvature
MHD code from work with Prof Satoshi Inoue, NJIT
This code deals with incompressible fluids and implements the collocated grid MAC method using a uniform cartesian grid. It discretizes space using second-order central differencing and time using a first-order explicit Euler method. For pressure calculation, it implements the Red-Black SOR method.
An efficient parallel dispersive tsunami model
NASSLARD2D is a computational model for the simulation of laminar flows over complex boundaries using a ghost-cell immersed boundary method
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