Rogue Waves Emerging from the Resonant Interaction of Three Waves

Fabio Baronio; Matteo Conforti; Antonio Degasperis; Sara Lombardo

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Rogue Waves Emerging from the Resonant Interaction of Three Waves

机译：三波共振相互作用产生的无赖波

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We introduce a novel family of analytic solutions of the three-wave resonant interaction equations for the purpose of modeling unique events, i.e., "amplitude peaks" which are isolated in space and time. The description of these solutions is likely to be a crucial step in the understanding and forecasting of rogue waves in a variety of multicomponent wave dynamics, from oceanography to optics and from plasma physics to acoustics.

机译：为了建模独特的事件，即在空间和时间上隔离的“振幅峰值”，我们引入了三波共振相互作用方程的新型解析解。这些解决方案的描述可能是理解和预测从海洋学到光学以及从等离子体物理学到声学的各种多分量波动力学中流浪的关键步骤。

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《Physical review letters》 |2013年第11期|114101.1-114101.5|共5页
作者
Fabio Baronio; Matteo Conforti; Antonio Degasperis; Sara Lombardo;
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作者单位

Dipartimento di Ingegneria dell'Informazione, Universita di Brescia, Via Bronze 38, 25123 Brescia, Italy;

Dipartimento di Ingegneria dell'Informazione, Universita di Brescia, Via Bronze 38, 25123 Brescia, Italy;

Dipartimento di Fisica, INFN, 'Sapienza' Universita di Roma, Piazzale Aldo Mow 2, 00185 Roma, Italy;

Department of Mathematics and Information Sciences, Northumbria University, Newcastle upon Tyne NE2 1XE, United Kingdom;

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正文语种 eng
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关键词
solitons; integrable systems; optical solitons; nonlinear guided waves;

机译：孤子可集成系统;光学孤子非线性导波;

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7. Rogue Waves Emerging from the Resonant Interaction of Three Waves [O] . Fabio Baronio, Matteo Conforti, Antonio Degasperis, 2013

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8. Part I. Resonant Interactions for Nearly Periodic Weakly Nonlinear Dispersive Waves. Part 2. Resonant Modal Interactions and Adiabatic Invariance for a Nonlinear Wave Equation in a Variable Domain [R] . Li, H. K. 1984

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Rogue Waves Emerging from the Resonant Interaction of Three Waves

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