SELF-SIMILAR VISCOUS INCOMPRESSIBLE-FLOW ALONG AN UNBOUNDED CORNER

The self-similar viscous how of incompressible fluid along the right-a ngle unbounded corner with nonzero streamwise pressure gradient is con sidered. The corner layer equations for this case are derived, and the ir asymptotic series are analyzed. It is shown that self-similar corne r layer equations have two solutions, even at a zero streamwise pressu re gradient. The numerical procedure for the integration of corner lay er equations is developed, and numerical calculations are performed at several values of power exponent for a streamwise pressure gradient d istribution.