26 citations · 30 across the 6 of their papers we have counts for
10 papers · 1 filter
Soliton gas resolution and statistics of random wave fields in semiclassical integrable turbulence
T. Congy, G. A. El
We develop a general analytical framework for determining the probability distribution of random nonlinear wave fields governed by the focusing nonlinear Schrödinger equation (fNLS…
An exactly solvable model of wave-mean field interaction in integrable turbulence
T. Congy, G. A. El, M. A. Hoefer
The kinetic theory of soliton gases (SG) is used to develop a solvable model for wave-mean field interaction in integrable turbulence. The waves are stochastic soliton ensembles th…
Spontaneous modulational instability of elliptic periodic waves: the soliton condensate model
D. S. Agafontsev, T. Congy, G. A. El +3
We use the spectral theory of soliton gas for the one-dimensional focusing nonlinear Schrödinger equation (fNLSE) to describe the statistically stationary and spatially homogeneous…
Dissipation-driven emergence of a soliton condensate in a nonlinear electrical transmission line
Loic Fache, Hervé Damart, François Copie +6
We present an experimental study on the perturbed evolution of Korteweg-deVries soliton gases in a weakly dissipative nonlinear electrical transmission line. The system's dynamics…
Riemann problem for polychromatic soliton gases: a testbed for the spectral kinetic theory
T. Congy, H. T. Carr, G. Roberti +1
We use Riemann problem for soliton gas as a benchmark for a detailed numerical validation of the spectral kinetic theory for the Korteweg-de Vries (KdV) and the focusing nonlinear…
Statistics of extreme events in integrable turbulence
T. Congy, G. A. El, G. Roberti +3
We use the spectral kinetic theory of soliton gas to investigate the likelihood of extreme events in integrable turbulence described by the one-dimensional focusing nonlinear Schrö…