This work is about the development of a general algorithm for the numerical solution of flow equations: the Navier – Stokes set. This set of differential equations models the time dependent behavior of fluids. It is formed by continuity, linear momentum and an energy transport equations. The algorithm here described is a general one since it can handle equally a great variety of problems, ranging from incomprenssible to compressible flows, viscous to inviscid, stationary and transient, all of them physically modeled by the same set of differential equations.
Numerical Modelling of Compressible Laminar and Turbulent Flow: The CBS Algorithm
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