Formation and propagation of solitons using the generalized non-linear Schrodinger equation

Imran SMS

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Formation and propagation of solitons using the generalized non-linear Schrodinger equation

机译：使用广义非线性薛定inger方程的孤子形成和传播

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This study presents the non-linearity and dispersion effects involved in the propagation of optical solitons which can be understood by using a numerical routine to solve the generalized nonlinear Schrodinger equation. This equation combines the effects of group velocity dispersion and self-phase modulation present in optical fibers and also takes into account the loss of optical fiber. A sequence of codes has been developed in Matlab, to explore in depth several features of the optical soliton's formation and propagation. The results give a very clear idea of this interesting and important practical phenomenon.

机译：这项研究提出了光学孤子的传播所涉及的非线性和色散效应，这可以通过使用数值例程来求解广义非线性薛定inger方程来理解。该方程式综合了光纤中存在的群速度色散和自相位调制的影响，还考虑了光纤的损耗。在Matlab中已经开发了一系列代码，以深入探索光孤子形成和传播的几个特征。结果对这个有趣而重要的实际现象给出了非常清晰的认识。

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来源
《Journal of Materials Science. Materials in Electronics》 |2006年第4期|p. 297-300|共4页
作者
Imran SMS;
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作者单位

Univ Dhaka, Dept Appl Phys & Elect, Dhaka 1000, Bangladesh;

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收录信息美国《科学引文索引》(SCI);美国《工程索引》(EI);美国《生物学医学文摘》(MEDLINE);
原文格式 PDF
正文语种 eng
中图分类工程材料学;
关键词
MODULATION; FIBERS;

机译：调制;光纤;

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1. Optical solitons to the generalized nonlinear Schrodinger equations for pulse propagation using several different techniques [J] . Zayed Elsayed M. E., Shohib Reham M. A. Optik: Zeitschrift fur Licht- und Elektronenoptik: = Journal for Light-and Electronoptic . 2019,第期

机译：光学孤子到广义非线性Schrodinger方程，用于使用几种不同技术的脉冲传播
2. Generalized gauge transformation approach to construct dark solitons of coupled nonlinear Schrodinger (NLS) type equations [J] . P. S. VINAYAGAM, R. RADHA, VIVEK M. VYAS, Romanian reports in physics . 2015,第3期

机译：广义规范变换方法构造耦合非线性Schrodinger（NLS）型方程的暗孤子
3. Bright-dark solitary waves, complexitons, Guassian solitons, and traveling wave solitons of the second-order non-linear Schrodinger equation with spatial and temporal dispersion [J] . Dong Min-Jie, Tian Shou-Fu, Yan Xue-Wei, Journal of Electromagnetic Waves and Applications . 2018,第4a6期

机译：具有空间和时间分散的二阶非线性Schrodinger方程的明亮暗的孤立波，肤色，高斯孤子和行波孤子
4. Lax pair and soliton solutions for the generalized nonlinear Schrodinger equation in inhomogeneous optical fiber media [C] . Jingru Qu International Conference on Multimedia Technology . 2011

机译：LAX对和孤子解决方案的广义非线性Schrodinger方程在非均匀光纤介质中
5. Asymptotic dynamics of trapped solitons of nonlinear Schrodinger equations with potentials. [D] . Zhou, Gang. 2007

机译：带电势的非线性薛定inger方程的孤立孤子的渐近动力学。
6. Tunable band-gap structure and gap solitons in the generalized Gross-Pitaevskii equation with a periodic potential [O] . Changming Huang, Liangwei Dong -1

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7. Statistical Mechanical Rules Underlying Annihilation and Creaton of Solitons in a Driven Non-linear Schrodinger Equation [O] . 金野秀敏, Lomdahl P. 1992

机译：驱动的非线性薛定inger方程中的An灭和孤子生成的统计力学规则
8. Soliton Waves in Perturbed Generalized Nonlinear Schrodinger Equations [R] . Yang, J., Kaup, D. J. 1998

机译：扰动广义非线性薛定谔方程中的孤子波

Formation and propagation of solitons using the generalized non-linear Schrodinger equation

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