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首页> 外文期刊>Optik: Zeitschrift fur Licht- und Elektronenoptik: = Journal for Light-and Electronoptic >Two (3+1)-dimensional Schr & ouml;dinger equations with cubic & ndash;quintic & ndash;septic nonlinearities: Bright and dark optical solitons
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Two (3+1)-dimensional Schr & ouml;dinger equations with cubic & ndash;quintic & ndash;septic nonlinearities: Bright and dark optical solitons

机译:二维(3 + 1) - 二维施胶ö斗峰等式,具有立方– Quintic–化粪池非线性:明亮和暗光学孤子

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摘要

This work introduces two new sixth-order (3+1)-dimensional nonlinear Schr?dinger equations with higher-order dispersive terms influenced by cubic?quintic?septic (CQS) nonlinearities. We formally retrieve bright and dark optical soliton solutions for each higher dimensional model. In addition, we find certain constraints on the parameters to determine these optical bright and dark solutions. Other solutions of distinct structures, such as singular solutions, are also formally determined.
机译:本文介绍了两种新的六阶(3+1)维非线性薛定谔方程?具有高阶色散项的dinger方程受立方几何的影响?五次?败血症(CQS)非线性。对于每个高维模型,我们正式地获得了亮孤子和暗孤子解。此外,我们还发现了确定这些光学亮解和暗解的参数的某些约束。其他不同结构的解,如奇异解,也被正式确定。

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