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|a eng
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|b ليبيا
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|9 668421
|a Altwaty, Abdulmalik A.
|e Author
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245 |
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|a The Sardar Sub-Equation Technique for Obtaining some Optical Solitons of Cubic Nonlinear Schrödinger Equation Involving Beta Derivatives with Kerr Law Nonlinearity
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260 |
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|b جامعة بنغازي
|c 2024
|g يونيو
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|a 28 - 36
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|a بحوث ومقالات
|b Article
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|b This study investigates new optical and chirped optical solitons for the space-time fractional cubic nonlinear Schrödinger equation using the Sardar sub-equation technique in the presence of Kerr law nonlinearity. The solutions are expressed in terms of hyperbolic and trigonometric functions, revealing a diverse range of behaviors within the system. The identified optical and chirped optical soliton types include dark, bright, kink, and periodic, showcasing a rich spectrum of phenomena. Representing soliton solutions using 2D and 3D graphs with varying parameters leads to a better understanding of their formation and characteristics. The findings contribute to the comprehension of nonlinear dynamics, offering insights into phenomena relevant to nonlinear optics, quantum mechanics, and condensed matter physics.
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653 |
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|a المعادلات الرياضية
|a الألياف الضوئية
|a الاتصالات اللاسلكية
|a العلوم التطبيقية
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692 |
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|b Cubic Nonlinear Schrödinger Equation
|b Kerr Law Nonlinearity
|b Beta Derivative
|b Optical Solitons
|b Sardar Sub
|b Equation Technique
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700 |
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|9 782937
|a Amhalhil, Jaffalah J.
|e Co-Author
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700 |
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|9 782939
|a El Sakori, Ahmed
|e Co-Author
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700 |
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|9 782941
|a Meriki, Ngla F.
|e Co-Author
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773 |
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|4 العلوم الإنسانية ، متعددة التخصصات
|4 العلوم الاجتماعية ، متعددة التخصصات
|6 Humanities, Multidisciplinary
|6 Social Sciences, Interdisciplinary
|c 004
|e Scientific journal of University of Benghazi
|f Maǧallaẗ ǧāmiʻaẗ Binġāzī al-ʻilmiyyaẗ
|l 001
|m س37, ع1
|o 1668
|s مجلة جامعة بنغازي العلمية
|t University of Benghazi Scientific Journal
|v 037
|x 2790-1629
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856 |
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|u 1668-037-001-004.pdf
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|d y
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|q n
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|a EduSearch
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|a HumanIndex
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|c 1476270
|d 1476270
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