Abstract
An alternative formation of the Navier-Stokes equations is used for steady compressible fluid flows. Two scalar equations are solved for the total enthalpy and entropy respectively, and a system of equations is solved for the velocity components. The latter consists of the continuity equation and the definitions of vorticity. Numerical results for two-dimensional low and high Reynolds number flows are presented and compared with standard calculations. The advantages of the present formulation are briefly discussed
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