Optical quasi-solitons by Lie symmetry analysis

Anjan Biswas; Chaudry Masood Khalique

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Optical quasi-solitons by Lie symmetry analysis

机译：李准对称光学准孤子

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This paper studies optical quasi-solitons by the aid of Lie group analysis. Nine types of nonlinearities are considered here. They are Kerr law, power law, parabolic law, dual-power law, polynomial law, triple-power law, saturable law, exponential law and log law nonlinearity. A closed form solution is obtained in each case.

机译：本文借助李群分析方法研究了光学准孤子。这里考虑了九种非线性。它们是Kerr定律，幂定律，抛物线定律，双重幂定律，多项式定律，三次幂定律，饱和定律，指数定律和对数定律非线性。在每种情况下都可以获得封闭形式的解决方案。

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《Journal of King Saud University》 |2012年第3期|共6页
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Anjan Biswas; Chaudry Masood Khalique;
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中图分类自然科学理论与方法论;
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机译：李准对称光学准孤子

Optical quasi-solitons by Lie symmetry analysis

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