Abstract
Propagation of turbulence in the plane Couette flow is analysed based on the Nee-Kovasznay model. The flow state is assumed uniform in the main stream direction, and a turbulent region is assumed to propagate spanwise into the laminar region with a constant speed. The speed is obtained to be 0.08U0, where the velocity difference between two boundaries is 2U0. Possible applications of this result are discussed.
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