A linear theory is developed to study the forced capillary-gravity waves generated on water in a circular basin by the horizontal oscillations of its side wall. A Green's function method is used to construct a solution of the linearized equations subject to an edge condition at the contact line. The problem is reformulated in terms of an integral equation on the equilibrium free surface. and a uniqueness result is obtained by invoking the Fredholm's alternatives
Two-dimensional gravity-capillary water waves are analyzed using a fully-nonlinear Cauchy-integral m...
Two-dimensional gravity-capillary water waves are analyzed using a fully-nonlinear Cauchy-integral m...
It is shown how the solution for velocity potential may be determined when the effect of surface ten...
One of the marvels of Chinese ancient scientific discovery is the mythical vessel of Dragon Wash or ...
A nonlinear theory is developed to study surface waves excited by the prescribed horizontal oscillat...
recently developed technique to calculate the natural frequencies of gravity-capillary waves in a co...
On the basis of critical analysis of literature it is shown that the existing theory of surface grav...
The forced Korteweg-de Vries (KdV) equation is the KdV equation with a forcing term and arises as a ...
ABSTRACT. The initial value problem of generation of surface water waves by a harmonically oscillati...
Linear and nonlinear analyses of water waves in an elastic vessel are carried out to study the drama...
This paper describes a numerical investigation of ripples generated on the front face of deep-water ...
An analysis involving a transformation of the velocity potential and a Fourier Sine Transform techni...
The object of geophysical fluid dynamics is the study of naturally occurring flows on the Earth. Mos...
Abstract.- We study theoretically the capillary-gravity waves created at the water-air inter-face by...
Surface tension provides a restoring force which cannot be ignored for water waves of short waveleng...
Two-dimensional gravity-capillary water waves are analyzed using a fully-nonlinear Cauchy-integral m...
Two-dimensional gravity-capillary water waves are analyzed using a fully-nonlinear Cauchy-integral m...
It is shown how the solution for velocity potential may be determined when the effect of surface ten...
One of the marvels of Chinese ancient scientific discovery is the mythical vessel of Dragon Wash or ...
A nonlinear theory is developed to study surface waves excited by the prescribed horizontal oscillat...
recently developed technique to calculate the natural frequencies of gravity-capillary waves in a co...
On the basis of critical analysis of literature it is shown that the existing theory of surface grav...
The forced Korteweg-de Vries (KdV) equation is the KdV equation with a forcing term and arises as a ...
ABSTRACT. The initial value problem of generation of surface water waves by a harmonically oscillati...
Linear and nonlinear analyses of water waves in an elastic vessel are carried out to study the drama...
This paper describes a numerical investigation of ripples generated on the front face of deep-water ...
An analysis involving a transformation of the velocity potential and a Fourier Sine Transform techni...
The object of geophysical fluid dynamics is the study of naturally occurring flows on the Earth. Mos...
Abstract.- We study theoretically the capillary-gravity waves created at the water-air inter-face by...
Surface tension provides a restoring force which cannot be ignored for water waves of short waveleng...
Two-dimensional gravity-capillary water waves are analyzed using a fully-nonlinear Cauchy-integral m...
Two-dimensional gravity-capillary water waves are analyzed using a fully-nonlinear Cauchy-integral m...
It is shown how the solution for velocity potential may be determined when the effect of surface ten...
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