НЕЛИНЕЙНЫЕ ПОПРАВКИ К ФОРМЕ И ЧАСТОТЕ ВОЛН НА ЗАРЯЖЕННОЙ ПОВЕРХНОСТИ СЛОЯ ИДЕАЛЬНОЙ ЖИДКОСТИ

Аннотация

The asymptotic analytical solution of a problem of nonlinear capillary-gravity waves in a layer of finite depth of ideal fluid in forth approximation on wave amplitude is found. It is shown that the dependence of nonlinear corrections to amplitudes and frequency of waves is qualitatively and quantitatively changed at the transition from thick to thin layers.

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