Dynamics of gravity–capillary solitary waves in deep water (original) (raw)

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Dynamics of Three-Dimensional Gravity-Capillary Solitary Waves in Deep Water Cover Page

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Three-dimensional Localized Solitary Gravity-Capillary Waves Cover Page

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On weakly nonlinear gravity–capillary solitary waves Cover Page

A plethora of generalised solitary gravity–capillary water waves

Journal of Fluid Mechanics, 2015

The present study describes, first, an efficient algorithm for computing solutions in terms of capillary–gravity solitary waves of the irrotational Euler equations with a free surface and, second, provides numerical evidences of the existence of an infinite number of generalised solitary waves (solitary waves with undamped oscillatory wings). Using conformal mapping, the unknown fluid domain, which is to be determined, is mapped into a uniform strip of the complex plane. In the transformed domain, a Babenko-like equation is then derived and solved numerically.

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A plethora of generalised solitary gravity–capillary water waves Cover Page

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Nonlinear three-dimensional gravity–capillary solitary waves Cover Page

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Fully nonlinear gravity-capillary solitary waves in a two-fluid system of finite depth Cover Page

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Capillary‐gravity solitary waves on water of finite depth interacting with a linear shear current Cover Page

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Dynamics of fully nonlinear capillary–gravity solitary waves under normal electric fields Cover Page

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A NOTE ON SOLITARY WAVES WITH VARIABLE SURFACE TENSION IN WATER OF INFINITE DEPTH Cover Page

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A Quasi-Planar Model for Gravity-Capillary Interfacial Waves in Deep Water Cover Page