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Solitary wave solutions of higher-order nonlinear Schramp;#x00F6;dinger equation with derivative non-Kerr nonlinear terms

机译:高阶非线性SCHR&#X00F6的孤立波解; Divative非Kerr非线性术语的Dinger方程

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We present bright and dark solitons induced by the non-Kerr terms in generalized nonlinear Schrödinger equation. The reported solutions consist the Lorentzian-type algebraic solitons. These solitons are of sub 10 femtosecond width and are helpful to increase the information carrying capacity in order to make ultrafast communication, which is useful for transcontinental and trans-oceanic data transfer.
机译:我们在广义非线性Schrödinger方程中呈现非KERR术语引起的明亮和暗粒子。报告的解决方案包括Lorentzian型代数孤子。这些孤子是Sub 10 FemtoSecond宽度,并且有助于增加信息承载能力以使超快通信用于跨越风格和跨海数据传输。

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