Dynamics of Controllable Optical Rogue Waves in Presence of Quintic Nonlinearity and Nonlinear Dispersion Effects

We analytically study optical rogue waves in the presence of quintic nonlinearity and nonlinear dispersion effects. Dynamics of the rogue waves are investigated through the precise expressions of their peak, valley, trajectory,and width. Based on this, the properties of a few specific rogue waves ar...

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Published in理论物理通讯：英文版 no. 11; pp. 701 - 706
Main Author 马笑霄 赵立臣 刘冲 杨战营 杨文力
Format Journal Article
LanguageEnglish
Published 2014
Subjects
dynamics
effects
higher-order
management
nonlinearity
property
rogue
waves
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Summary:We analytically study optical rogue waves in the presence of quintic nonlinearity and nonlinear dispersion effects. Dynamics of the rogue waves are investigated through the precise expressions of their peak, valley, trajectory,and width. Based on this, the properties of a few specific rogue waves are demonstrated in detail, and the dynamical evolution of rogue waves can be well controlled under different nonlinearity management. It shows that the peak reaches its maximum and the valley becomes minimized when the width evolves to the minimum value. Moreover, we find that the higher-order effects here achieve balance due to the integrability, and they only influence the rogue waves’ trajectory.
Bibliography:11-2592/O3
MA Xiao-Xiao;ZHAO Li-Chen;LIU Chong;YANG Zhan-Ying;YANG Wen-Li;Department of Physics, Northwest University;Institute of Modern Physics, Northwest University
ISSN:0253-6102