activity
20022013
most citedDiscrete breathers in a forced-damped array of coupled pendula: Modeling, Computation and Experiment

141 citations · 917 across the 30 of their papers we have counts for

collaborators

30 papers

nlin.PS2013★ 13 cited

PT-symmetry Management in Oligomer Systems

R. L. Horne, J. Cuevas, P. G. Kevrekidis +3

We study the effects of management of the PT-symmetric part of the potential within the setting of Schrödinger dimer and trimer oligomer systems. This is done by rapidly modulating…

cond-mat.quant-gas2013★ 60 cited

Interactions of solitons with a Gaussian barrier: Splitting and recombination in quasi-1D and 3D

J. Cuevas, P. G. Kevrekidis, B. A. Malomed +2

The interaction of matter-wave solitons with a potential barrier is a fundamentally important problem, and the splitting and subsequent recombination of the soliton by the barrier…

nlin.PS2012★ 17 cited

Escape Dynamics in the Discrete Repulsive ϕ^4-Model

V. Achilleos, A. Álvarez, J. Cuevas +4

We study deterministic escape dynamics in the framework of the discrete Klein-Gordon modelwith a repulsive quartic on-site potential. Using a combination of analytical techniques,…

nlin.PS2011★ 24 cited

Dark-bright gap solitons in coupled-mode one-dimensional saturable waveguide arrays

Rong Dong, Christian E. Rüter, Detlef Kip +4

In the present work, we consider the dynamics of dark solitons as one mode of a defocusing photorefractive lattice coupled with bright solitons as a second mode of the lattice. Our…

nlin.PS2010

Breathers and kinks in a simulated crystal experiment

Q. Dou, J. Cuevas, J. C. Eilbeck +1

We develop a simple 1D model for the scattering of an incoming particle hitting the surface of mica crystal, the transmission of energy through the crystal by a localized mode, and…

nlin.PS2009★ 108 cited

Solitons in quasi one-dimensional Bose-Einstein condensates with competing dipolar and local interactions

J. Cuevas, Boris A. Malomed, P. G. Kevrekidis +1

We study families of one-dimensional matter-wave bright solitons supported by the competition of contact and dipole-dipole (DD) interactions of opposite signs. Soliton families are…