RT Journal Article
T1 Self-trapping of vortex crystals via competing nonlinearities
A1 Paredes Galán, Ángel
A1 Michinel Álvarez, Humberto Javier
K1 2209.13 Óptica no Lineal
K1 2204 Física de Fluidos
AB We investigate the existence of self-trapped nonlinear waves with multiple phase singularities. Working with the cubic-quintic nonlinear Schrödinger equation, we focus on configurations with an antivortex surrounded by a triangular arrangement of vortices within a hosting soliton. We find stationary patterns that can be interpreted as stable self-trapped vortex crystals, constituting the first example of a configuration of this sort with space-independent potentials. Their stability is linked to their norm, transitioning from unstable to stable as their size increases, with an intermediate region where the structure is marginally unstable, undergoing a remarkable and puzzling self-reconstruction during its evolution
PB Physical Review E
SN 24700045
YR 2024
FD 2024-02-22
LK http://hdl.handle.net/11093/7161
UL http://hdl.handle.net/11093/7161
LA eng
NO Physical Review E, 109(2): 024216 (2024)
NO Xunta de Galicia | Ref. ED431B 2021/22
DS Investigo
RD 09-sep-2024