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Title
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Generalized logistic equation method for Kerr law and dual power law Schrödinger equations
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Type
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JournalPaper
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Keywords
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Logistic equation method; Schrödinger’s equations
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Abstract
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The Kerr law and dual power law Schrödinger equations for obtaining optical soliton solutions are studied. In this paper, we investigate these equations via generalized logistic equation method. These various kinds of solutions are favorable for explaining diverse nonlinear physical phenomena. The outcomes are useful in describing the diffusion of optical solitons.
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Researchers
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Mostafa Eslami (Third Researcher), Hadi Rezazadeh (Second Researcher), - - (First Researcher)
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