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Title
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Optical solitons with complex Ginzburg–Landau equation
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Type
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JournalPaper
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Keywords
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Solitons · Integrability · Constraints
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Abstract
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The paper revisits in a systematic way the complex Ginzburg–Landau equation with Kerr an power law nonlinearities. Several integration techniques are applied to retrieve various soliton solutions to themodel for both forms of nonlinearity.Bright, dark as well as singular soliton solutions are obtained. Several other solutions such as periodic singular solutions and plane waves emerge as a by-product of integration algorithms. Constraint conditions hold all of these solutions in place. The numerical simulations for bright soliton solutions are given for Kerr and power law.
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Researchers
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Anjan Biswas (Not In First Six Researchers), Qin Zhou (Fifth Researcher), Mostafa Eslami (Fourth Researcher), Milivoj Belic (Not In First Six Researchers), Fayequa B. Majid (Not In First Six Researchers), Daniela Milovic (Not In First Six Researchers), Abdul H. Kara (Not In First Six Researchers), A Sonmezoglu (Third Researcher), Mehmet Ekici (Second Researcher), mohammad Mirzazadeh (First Researcher)
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