Soliton solutions of Sasa-Satsuma nonlinear Schroedinger model and construction of modulation instability analysis

Aly R. Seadawy; Naila Nasreen; Saad Althobaiti; Samy Sayed; Anjan Biswas

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Soliton solutions of Sasa-Satsuma nonlinear Schroedinger model and construction of modulation instability analysis

机译：SASA-SATSUMA非线性施罗格模型的孤子解决方案及调制稳定性分析施工

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This article is about the study of several types of solitions such as periodic soliton and solitary waves have been derived for sasa-satsuma equation by employing Riccati equation mapping technique. The significant model discusses the prolongation of femto-second pulses in optical fibers and also analyzes the prolongation, and connection of the ultra-short pulses in the sub-pico second or femto-second regime. We have also discussed Modulation instability (MI) analysis with the help of linear analysis of standard stability that illustrate all obtained outcomes are stable and exact. The computational work and accomplished outcomes portray the power and efficiency of this method. Furthermore, various other higher order dynamical models can be solved with the help of this simple, effective and powerful technique.

机译：本文是关于通过采用Riccati方程映射技术来导出用于SASA-Satsuma方程的多种类型的孤独和孤立波等几种祖主的研究。重要的模型讨论了光纤中的毫微微第二脉冲的延长，并分析了子微微第二或毫微微第二种制度中的超短脉冲的延长和连接。我们还讨论了借助于标准稳定性的线性分析的调制不稳定（MI）分析，说明所有获得的结果是稳定和精确的。计算工作和完成的结果描绘了这种方法的功率和效率。此外，借助于这种简单，有效和强大的技术，可以解决各种其他高阶动态模型。

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来源
《Optical and quantum electronics》 |2021年第2期|126.1-126.15|共15页
作者
Aly R. Seadawy; Naila Nasreen; Saad Althobaiti; Samy Sayed; Anjan Biswas;
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作者单位

Mathematics Department Faculty of Science Taibah University Al-Madinah Al-Munawarah Saudi Arabia;

Faculty of Science Jiangsu University Zhenjiang Jiangsu 212013 People's Republic of China;

Technology and Science Department Ranyah University Collage Taif University P.O. Box 11099 Taif 21944 Saudi Arabia;

Technology and Science Department Ranyah University Collage Taif University P.O. Box 11099 Taif 21944 Saudi Arabia;

Department of Physics Chemistry and Mathematics Alabama A & M University Normal AL 35762-7500 United States of America Department of Mathematics King Abdulaziz University Jeddah 21589 Saudi Arabia Department of Applied Mathematics National Research Nuclear University 31 Kashirskoe Shosse Moscow 115409 Russian Federation Department of Mathematics and Applied Mathematics Sefako Makgatho Health Sciences University Medunsa 0204 South Africa;

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收录信息美国《科学引文索引》(SCI);美国《工程索引》(EI);
原文格式 PDF
正文语种 eng
中图分类
关键词
Sasa-Satsuma equation; Generalized Riccati equation Mapping method; Optical soliton pulses; Periodic solutions;

机译：Sasa-Satsuma方程;广义Riccati方程映射方法;光学孤子脉冲;定期解决方案;

Soliton solutions of Sasa-Satsuma nonlinear Schroedinger model and construction of modulation instability analysis

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