Abstract
A new iterative method has been developed for calculating steady flows in a square cavity. The steady stream function vorticity equations are discretized with the central finite difference approximation and the resulting system of equations are solved by using the group-explicit-iterative (GEI) method. The calculations are carried out for the case with Reynolds number as high as 10000 on 257×257 grid points. The computed results are in excellent agreement with those by other methods.
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