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首页> 外文期刊>Optical and Quantum Electronics >Multiwaves, rogue waves, breathers and lump solutions for an NLSE under the influence of self-steeping and Raman effects, along with cubic quintic septimal parameters
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Multiwaves, rogue waves, breathers and lump solutions for an NLSE under the influence of self-steeping and Raman effects, along with cubic quintic septimal parameters

机译：Multiwaves, rogue waves, breathers and lump solutions for an NLSE under the influence of self-steeping and Raman effects, along with cubic quintic septimal parameters

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Abstract In this paper, we will study different kinds of analytical solutions for higher order nonlinear Schrödinger equation (HNLSE) under the influence of self-steeping and Raman effects, along with quintic nonlinear and septimal forms. We will obtain lump, periodic wave, periodic cross-kink, rogue wave, breathers, lump with one and two kink, periodic-cross lump and multi-wave. We will also compute the interaction, between lump periodic and kink waves, periodic cross-kink waves and other forms of solutions. To see the behaviour of these waves, for the better understanding of our solutions we will also present graphs in 3D, 2D and contour forms with constraints conditions.

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