A numerical solver in C++ for the advection-diffusion equation and the Burgers' equation, currently supporting 1D and 2D formulation. Equation solved using the Finite Difference Method (FDM).
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Updated
May 15, 2026 - C++
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quick-scheme
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Fortran CFD simulator for 2D lid-driven cavity flow with modular design, OpenMP parallelization, HDF5 output, and extensible solvers for research and education.
docker cmake fortran openmp scientific-computing hdf5 finite-difference cfd navier-stokes computational-fluid-dynamics gnu-fortran upwind incompressible-flow lid-driven-cavity poisson-solver neumann-boundary chorin-projection red-black-sor quick-scheme ghia-benchmark
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Updated
Nov 4, 2025 - Fortran
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