A simple investigation into various CFD methods (like SF-Vorticity approach, primitive variable FDM, FVM etc.) by using the Lid-Driven Cavity problem as an example
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Updated
Jan 15, 2024 - Jupyter Notebook
A simple investigation into various CFD methods (like SF-Vorticity approach, primitive variable FDM, FVM etc.) by using the Lid-Driven Cavity problem as an example
Computational Physics notebooks in Julia and Python.
MATLAB simulation of 2D transient heat transfer in an active-cooled CPU heatsink. Compares Explicit FTCS and Implicit ADI finite difference methods against the PDE Toolbox. Features a state-dependent “Smart Fan” proportional controller and mesh independency analysis for optimal numerical stability and error reduction in computational physics.
Heatwave: GNU Octave transient diffusion and analytical convergence - toolbox-free FTCS and implicit solvers verified against analytic decay with measured orders
Computational Fluid Dynamics /FD/FTCS
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