Motion and Stability Properties of Solitons in Discrete Dissipative Structures
Date
2003
Authors
Soto-Crespo, J
Akhmediev, Nail
Ankiewicz, Adrian
Journal Title
Journal ISSN
Volume Title
Publisher
Elsevier
Abstract
The discrete complex Ginzburg-Landau (dCGL) equation describes solitons in multiple waveguide structures. We study, numerically, its soliton solutions. We compare stability, translational invariance and motion properties for various cases, including the Ablowitz-Ladik chain, the cubic and two forms of quintic dCGLE.
Description
Keywords
Keywords: ablowitz ladik model; article; chemical structure; ginzburg landau equation; mathematical analysis; mathematical computing; mathematical model; molecular stability; motion; structure analysis; waveform
Citation
Collections
Source
Physics Letters A
Type
Journal article