17 citations · 22 across the 6 of their papers we have counts for
6 papers
Parameter-free higher-order Schrodinger systems with weak dissipation and forcing
Jack Keeler, Alberto Alberello, Ben Humphries +1
The higher-order nonlinear Schrodinger equation (Dysthe's equation in the context of water-waves) models the time evolution of the slowly modulated amplitude of a wave-packet in di…
Modulational instability of nonuniformly damped, broad-banded waves: applications to waves in sea-ice
Raphael Stuhlmeier, Conor Heffernan, Alberto Alberello +1
This paper sets out to explore the modulational (or Benjamin-Feir) instability of a monochromatic wave propagating in the presence of damping such as that induced by sea-ice on the…
Steady periodic hydroelastic waves in polar regions
Bogdan-Vasile Matioc, Emilian Parau
We construct two-dimensional steady periodic hydroelastic waves with vorticity that propagate on water of finite depth under a deformable floating elastic plate which is modeled by…
A dissipative Nonlinear Schrödinger model for wave propagation in the marginal ice zone
Alberto Alberello, Emilian Parau
Sea ice attenuates waves propagating from the open ocean. Here we model the evolution of energetic unidirectional random waves in the marginal ice zone with a nonlinear Schrödinger…
Stability of Periodic Travelling Flexural-Gravity Waves in Two Dimensions
Olga Trichtchenko, Paul Milewski, Emilian Parau +1
In this work, we solve the Euler's equations for periodic waves travelling under a sheet of ice using a reformulation introduced in Ablowitz et al. (2006). These waves are referred…
Linear and Nonlinear Surface Waves in Electrohydrodynamics
Matthew Hunt, Emilian Parau, Jean-Marc Vanden-broeck +1
The problem of interest in this article are waves on a layer of finite depth governed by the Euler equations in the presence of gravity, surface tension, and vertical electric fiel…