Optical solitons with generalized anti–cubic nonlinearity having multiplicative white noise by Itô Calculus

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外文摘要：© 2022 Elsevier GmbHObjective: The current work is about recovering solitons with generalized anti–cubic nonlinearity as well as multiplicative white noise by the usage of Itô Calculus for the first time. Methods: The Jacobi's elliptic function approach and the modified Kudryashov's algorithm are collectively implemented to acquire optical solitons that are exhibited after a thorough discussion on the intro to the model together with the prelims on mathematical analysis. Results: Dark, singular, bright–singular and bright solitons stem from the integration approaches. These solitons are extracted with the usage of the certain constraints. Conclusion: A governing model equation is newly structured in the current work. The phase component of the solitons is where the effect of white noise gets reflected. Later, this work would be extended to birefringent fibers as modeled by AC nonlinearity with the effect of white noise included. Further along, the results would be recovered for the model with DWDM topology.

外文关键词：

060.2310060.4510060.5530190.3270190.4370Anti–cubicItô CalculusSolitonsWhite noise

作者：

Zayed E.M.E.、Shohib R.M.A.、Alngar M.E.M.、Biswas A.、Alshomrani A.S.、Alshehri H.M.、Yildirim Y.

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作者单位：

Mathematics Department Faculty of Science Zagazig University

Basic Science Department Higher Institute of Foreign Trade & Management Sciences New Cairo Academy

Basic Science Department Faculty of Computers and Artificial Intelligence Modern University for Technology & Information

Department of Applied Mathematics National Research Nuclear University

Mathematical Modeling and Applied Computation (MMAC) Research Group Department of Mathematics King Abdulaziz University

Department of Mathematics Faculty of Arts and Sciences Near East University

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出版年：

2022

DOI：

10.1016/j.ijleo.2022.169262

Optik

EISCI

ISSN：0030-4026

年,卷(期)：2022.262

参考文献量25