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Dynamics Near the Subcritical Transition of the 3D Couette Flow II: Above Threshold Case Robert Fitzgerald and primary sources ranging fromThis is the second in a pair of works which study small disturbances to the plane, periodic 3D Couette flow in the incompressible Navier Stokes equations at high Reynolds number Re. In this work, we show that there is constant 0 0 exist at least until t = c0??? 1 and in general evolve to be O(c0) due to the lift up e? ect. Further, after times t Re1 3, the streamwise dependence of the solution is rapidly diminished by a mixing enhanced dissipation e?
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