循环光纤环路中孤子气体对孤子的折射

P. Suret, M. Dufour, G. Roberti, G. El, F. Copie, S. Randoux
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引用次数: 0

摘要

孤子气体(SGs)是物理系统中表现出可积动力学的大型随机孤子系综。近年来在光学实验和水波实验中都得到了证明[1],[2]。目前,SGs的集体动力学和统计性质问题是统计力学[3]、数学物理[4]、非线性物理[5]中一个活跃的研究课题,并构成了湍流理论的一个章节,称为可积湍流[6]。
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Refraction of a Soliton by a Soliton Gas in a Recirculating Fiber Loop
Soliton gases (SGs) represent large random soliton ensembles in physical systems that exhibit integrable dynamics at the leading order. SGs have been recently evidenced in optical and in water wave experiments [1], [2]. Nowadays, the question of the collective dynamics and statistical properties of SGs is an active research topic in statistical mechanics [3], mathematical physics [4], nonlinear physics [5] and constitutes a chapter of turbulence theory termed integrable turbulence [6].
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