Modeling of Rogue Waves on the Basis of Evolutionary Differential Inclusions

Shamin R.V.

Evolutionary differential inclusions as generalization of the dynamic equations describing superficial waves on water are considered. The correctness of approximation of the initial equations by means of differential inclusions is shown. Application of differential inclusions as methods of data of the initial equations to systems of the ordinary differential equations, and also applications of the received disperse dynamic systems for a substantiation of computing experiments is shown.

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