Separated flow past a sharp edge according to a reversejet scheme
Abstract
A solution is obtained to the problem of separated incompressible inviscid flow past a sharp edge according to Efros' scheme in the limiting case of an infinite velocity at the free streamline. The rate of change in reversejet momentum remains finite and is equal to the suction force acting on the sharp edge in the case of nonseparated flow. A finite concentrated force acts on the edge in a direction perpendicular to the action of the suction force. Attention is given to the limit state for flow past a plate at angle of attack with separation at the leading edge, when the velocity at the free streamline tends to infinity.
 Publication:

TsAGI Uchenye Zapiski
 Pub Date:
 1984
 Bibcode:
 1984ZaTsA..15...10K
 Keywords:

 Jet Flow;
 Reversed Flow;
 Separated Flow;
 Sharp Leading Edges;
 Angle Of Attack;
 Differential Equations;
 Flow Distortion;
 Incompressible Fluids;
 Inviscid Flow;
 Fluid Mechanics and Heat Transfer