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Dispersive optical solitons by the semi-inverse variational principle
Authors:Anjan Biswas  Stephen Johnson  Megan Fessak  Beatrice Siercke  Essaid Zerrad  Swapan Konar
Affiliation:1. Department of Mathematical Sciences , Delaware State University , Dover , DE 19901-2277 , USA;2. Center for Research and Education in Optical Sciences and Applications , Delaware State University , Dover , DE 19901-2277 , USA biswas.anjan@gmail.com;4. Center for Research and Education in Optical Sciences and Applications , Delaware State University , Dover , DE 19901-2277 , USA;5. Center for Research and Education in Optical Sciences and Applications , Delaware State University , Dover , DE 19901-2277 , USA;6. Department of Physics &7. Pre-Engineering , Delaware State University , Dover , DE 19901-2277 , USA;8. Department of Applied Physics , Birla Institute of Technology , Mesra , Ranchi-835215 , India
Abstract:In this paper an analytical expression for an optical soliton is obtained with the aid of He's semi-inverse variational principle in the presence of third- and fourth-order dispersion as well as inter-modal dispersion. Three laws of nonlinear media are considered in this paper: the Kerr law, the power law and the log law.
Keywords:optical fibers  optical communications  solitons
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