activity
20022012
most citedDemonstration of the stability or instability of multibreathers at low coupling

57 citations · 207 across the 9 of their papers we have counts for

collaborators

9 papers

cond-mat.quant-gas2012★ 40 cited

Scattering of atomic dark-bright solitons from narrow impurities

A. Álvarez, J. Cuevas, F. R. Romero +5

In this work, we study the collision of an atomic dark-bright soliton, in a two-component Bose-Einstein condensate, with a Gaussian barrier or well. First, we present the results o…

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.PS2010★ 19 cited

Dark-Bright Discrete Solitons: A Numerical Study of Existence, Stability and Dynamics

A. Alvarez, J. Cuevas, F. R. Romero +1

In the present work, we numerically explore the existence and stability properties of different types of configurations of dark-bright solitons, dark-bright soliton pairs and pairs…

nlin.PS2007★ 14 cited

Discrete moving breather collisions in a Klein-Gordon chain of oscillators

A. Alvarez, F. R. Romero, J. Cuevas +1

We study collision processes of moving breathers with the same frequency, traveling with opposite directions within a Klein-Gordon chain of oscillators. Two types of collisions hav…

cond-mat.stat-mech2005★ 2 cited

Free surface instability in a confined suspension jet

Alejandra Alvarez, Eric Clement, Rodrigo Soto

A jet of non-Brownian particles confined in a thin cell and driven by gravitational force is studied both numerically and theoretically. We present a theoretical scheme aimed to de…

nlin.PS2005

Classical and quantum nonlinear localized excitations in discrete systems

F. R. Romero, J. F. R. Archilla, F. Palmero +4

Discrete breathers, or intrinsic localized modes, are spatially localized, time--periodic, nonlinear excitations that can exist and propagate in systems of coupled dynamical units.…