simple-algorithm

SIMPLE Algorithm for Driven Cavity problem on collocated grid using Python.

CFD solver based on the SIMPLE algorithm using a collocated grid mesh, written in Rust

SIMPLE Algorithm for Driven Cavity problem on collocated grid using C++.

Finite-volume method solver for modelling incompressible fluid flows.

Basic Finite Volume Method codes of example problems

SIMPLE Algorithm for Stepped Driven Cavity problem on collocated grid using C++.

SIMPLE Algorithm for Backward Facing Step problem on collocated grid using C++.

Fluid dynamics simulator

SIMPLE algorithm FVM codes on staggered grid

Cross-language CFD/HPC benchmark comparing lid-driven cavity solvers in MATLAB, Python, C, C++, OpenMP, MPI, and CUDA.

2D cavity flow using the SIMPLE Algorithm

Finite-volume Navier-Stokes on a staggered grid, from scratch in MATLAB, validated against Ghia et al. (1982). Includes why the 32x32 grid diverged inside both stability limits.

Validated 2D/3D compressible SIMPLE/LTNE CFD solver for TPMS (Diamond/Gyroid) heat exchangers — Darcy–Forchheimer surrogate, dual air/water Nusselt closures, qNEHVI optimization, ASME V&V 20 (MMS/GCI). Shanghai 16-case: air-side Q 1.71%, grid-converged 3D Δp ≈12% / Q ≈3% (gamma_df). PySide6 GUI.

Completed MATLAB finite-difference lid-driven cavity solver with parameter studies, convergence diagnostics and Ghia centerline comparison.

Simple implementation of the Page Rank algorithm.

简单算法 用于快速开发

Steady lid-driven cavity flow solved with the SIMPLE algorithm (Patankar) on a staggered grid in Octave/MATLAB, with a step-by-step derivation article.

A simple C program to check if a number is prime and to generate prime numbers within a range or up to a given limit. Useful as an educational example of control flow, loops, functions, and basic number theory in C.

CNS3D (NASA CR-178818, Chen 1986): 3-D incompressible Navier-Stokes code in nonorthogonal body-fitted coordinates, recovered from the scanned FORTRAN listing, with a corrected version, the report's test cases rerun, and its figures redrawn

2-D collocated finite-volume SIMPLE solver with Rhie-Chow interpolation in Python, verified against Ghia et al. (1982); base for a planned flamelet extension.