A third-order-accurate upwind scheme for Navier-Stokes solutions in three dimensions.

Describes a finite-difference method, accurate and stable at high Reynolds numbers for the numerical solution of the steady Navier-Stokes equations in three dimensions. Numerical results are presented for flow inside a cubic box resulting from the motion of one of its sides moving parallel to itself for Reynolds numbers up to 400. Comparison is made with the computations of other investigators based on the second-order methods. Also thorough documentation of the flow structure for this important model problem is provided. (from authors' abstract)