Dissipation-driven nonadiabatic emergence of a soliton condensate in a nonlinear electrical line

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• Stephane Randoux (Université des Sciences et Technologies de Lille )
• Thursday 25 July 2024, 11:00-12:00
• External.

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PDW - Emergent phenomena in nonlinear dispersive waves

Theoretical investigation of nonlinear random wave fields in integrable systems is addressed in the framework of ‘integrable turbulence,’ a concept introduced by Zakharov in 2009. A central element of integrable turbulence is the concept of soliton gases, which refers to large ensembles of solitons with random characteristics. In this presentation, I will discuss recent experimental findings related to integrable turbulence, with a specific focus on the topic of soliton gases propagating in various physical systems. In particular, I will focus on recent experimental results on the perturbed evolution of KdV soliton gases in a weakly dissipative nonlinear electrical transmission line.

This talk is part of the Isaac Newton Institute Seminar Series series.

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