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Steady water waves with multiple critical layers: interior dynamics

Published 29 Apr 2010 in math-ph, math.AP, and math.MP | (1004.5237v2)

Abstract: We study small-amplitude steady water waves with multiple critical layers. Those are rotational two-dimensional gravity-waves propagating over a perfect fluid of finite depth. It is found that arbitrarily many critical layers with cat's-eye vortices are possible, with different structure at different levels within the fluid. The corresponding vorticity depends linearly on the stream function.

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