Add to ORKGThis Special Issue on Dispersive Hydrodynamics is dedicated to the memory and work of G. B. Whitham who was one of the pioneers in this field of physical applied mathematics. Some of the papers appearing here are related to work reported on at the workshop \Dispersive Hydrodynamics: The Mathematics of Dispersive Shock Waves and Applications" held in May 2015 at the Banff International Research Station. This Preface provides a broad overview of the field and summaries of the various contributions to the Special Issue, placing them in a unified context
CONTENTS J. Bona Derivation and some fundamental properties of nonlinear dispersive waves equation...
We develop a general approach to the description of dispersive shock waves (DSWs) for a class of non...
In dispersive media, hydrodynamic singularities are resolved by coherent wavetrains known as dispers...
This Special Issue on Dispersive Hydrodynamics is dedicated to the memory and work of G.B. Whitham w...
There is growing physical and mathematical interest in the hydrodynamics of dissipationless/dispersi...
Dispersive shock waves (DSWs), also termed undular bores in fluid mechanics, governed by the non-loc...
Dispersive shock waves (DSWs), also termed undular bores in fluid mechanics, are generated from a ju...
We develop a general approach to the description of dispersive shock waves (DSWs) for a class of non...
In dispersive media, hydrodynamic singularities are resolved by coherent wavetrains known as dispers...
We study a dispersive counterpart of the classical gas dynamics problem of the interaction of a shoc...
The addition of higher order asymptotic corrections to the Korteweg-de Vries equation results in the...
A new type of wave–mean flow interaction is identified and studied in which a small-amplitude, linea...
We present a way to deal with dispersion-dominated “shock-type” transition in the absence of complet...
Dispersive shock waves are strongly oscillating wave trains that spontaneously form and expand thank...
This paper illustrates how the singularity of the wave action flux causes the Kadomtsev-Petviashvili...
CONTENTS J. Bona Derivation and some fundamental properties of nonlinear dispersive waves equation...
We develop a general approach to the description of dispersive shock waves (DSWs) for a class of non...
In dispersive media, hydrodynamic singularities are resolved by coherent wavetrains known as dispers...
This Special Issue on Dispersive Hydrodynamics is dedicated to the memory and work of G.B. Whitham w...
There is growing physical and mathematical interest in the hydrodynamics of dissipationless/dispersi...
Dispersive shock waves (DSWs), also termed undular bores in fluid mechanics, governed by the non-loc...
Dispersive shock waves (DSWs), also termed undular bores in fluid mechanics, are generated from a ju...
We develop a general approach to the description of dispersive shock waves (DSWs) for a class of non...
In dispersive media, hydrodynamic singularities are resolved by coherent wavetrains known as dispers...
We study a dispersive counterpart of the classical gas dynamics problem of the interaction of a shoc...
The addition of higher order asymptotic corrections to the Korteweg-de Vries equation results in the...
A new type of wave–mean flow interaction is identified and studied in which a small-amplitude, linea...
We present a way to deal with dispersion-dominated “shock-type” transition in the absence of complet...
Dispersive shock waves are strongly oscillating wave trains that spontaneously form and expand thank...
This paper illustrates how the singularity of the wave action flux causes the Kadomtsev-Petviashvili...
CONTENTS J. Bona Derivation and some fundamental properties of nonlinear dispersive waves equation...
We develop a general approach to the description of dispersive shock waves (DSWs) for a class of non...
In dispersive media, hydrodynamic singularities are resolved by coherent wavetrains known as dispers...