Soliton molecules in trapped vector Nonlinear Schrodinger systems
Victor M. Perez-Garcia, Vadym Vekslerchik
Abstract
We study a new class of vector solitons in trapped Nonlinear Schrodinger systems modelling the dynamics of coupled light beams in GRIN Kerr media and atomic mixtures in Bose-Einstein condensates. These solitons exist for different spatial dimensions, their existence is studied by means of a systematic mathematical technique and the analysis is made for inhomogeneous media.
Create a lesson
Related papers
The Origin of Imperfection Sensitivity in the Buckling of Cylindrical Shells
Tian Yang, Tobias M. Schneider
Two-Parameter Family of Nonlinear Dirac Equations With Scalar-Scalar plus Vector-Vector Interactions
Avinash Khare, Fred Cooper, John F. Dawson et al.
Deformation of sine-Gordon two-soliton solutions in φ4 kink-antikink configurations
Aliakbar Moradi Marjaneh, Danial Saadatmand, Fabiano C. Simas et al.
Extreme Events in an Active Fluid Medium
Joydeep Das, Abhishek Chaudhuri, Sudeshna Sinha
Self-similar vector solitons for the coupled higher-order nonlinear Schrodinger equations in inhomogeneous optical fibers
Houria Triki, Vladimir I. Kruglov
Fast Synergetic Simulation to Study Slow Evolution of Soliton Patterns in Optical Resonators
Sanzida Akter, Pradyoth Shandilya, Logan Courtright et al.