We present an exact solution for geophysical ocean waves in the Equatorial region which is three-dimensional, nonlinear, explicit in the Lagrangian formulation, and which incorporates a meridional current that is transverse Equatorial
In this paper we construct a new solution which represents Pollard-like three-dimensional nonlinear ...
We investigate here the resonance phenomenon in periodic unidirectional water waves in flows of cons...
In this article we consider the excess kinetic and potential energies for exact nonlinear equatorial...
In this paper we describe an exact, and explicit, three-dimensional nonlinear solution for geophysic...
This paper addresses the hydrodynamical stability of nonlinear geophysical equatorial waves in the f...
This paper reviews some recent mathematical research activity in the field of nonlinear geophysical ...
A modification of the standard geophysical equatorial β-plane model equations, incorporating a gravi...
In this paper we apply local bifurcation theory to prove the existence of steady, periodic, two-dime...
In the following paper we present criteria for the hydrodynamical instability of internal equatorial...
In this paper we review recent developments which enable the mathematical determination of various d...
This study presents some explicit exact solutions for nonlinear geophysical ocean waves in the beta-...
This study presents some explicit exact solutions for nonlinear geophysical ocean waves in the beta-...
In this paper we present an analysis of the mean flow velocities, and related mass transport, which ...
We present an exact solution of the nonlinear governing equations for geophysical water waves in the...
We present an exact solution of the nonlinear governing equations for geophysical water waves in the...
In this paper we construct a new solution which represents Pollard-like three-dimensional nonlinear ...
We investigate here the resonance phenomenon in periodic unidirectional water waves in flows of cons...
In this article we consider the excess kinetic and potential energies for exact nonlinear equatorial...
In this paper we describe an exact, and explicit, three-dimensional nonlinear solution for geophysic...
This paper addresses the hydrodynamical stability of nonlinear geophysical equatorial waves in the f...
This paper reviews some recent mathematical research activity in the field of nonlinear geophysical ...
A modification of the standard geophysical equatorial β-plane model equations, incorporating a gravi...
In this paper we apply local bifurcation theory to prove the existence of steady, periodic, two-dime...
In the following paper we present criteria for the hydrodynamical instability of internal equatorial...
In this paper we review recent developments which enable the mathematical determination of various d...
This study presents some explicit exact solutions for nonlinear geophysical ocean waves in the beta-...
This study presents some explicit exact solutions for nonlinear geophysical ocean waves in the beta-...
In this paper we present an analysis of the mean flow velocities, and related mass transport, which ...
We present an exact solution of the nonlinear governing equations for geophysical water waves in the...
We present an exact solution of the nonlinear governing equations for geophysical water waves in the...
In this paper we construct a new solution which represents Pollard-like three-dimensional nonlinear ...
We investigate here the resonance phenomenon in periodic unidirectional water waves in flows of cons...
In this article we consider the excess kinetic and potential energies for exact nonlinear equatorial...
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