Resonant scattering of solitons
A. E. Miroshnichenko, S. Flach, B. Malomed
Abstract
We study the scattering of solitons in the nonlinear Schroedinger equation on local inhomogeneities which may give rise to resonant transmission and reflection. In both cases, we derive resonance conditions for the soliton's velocity. The analytical predictions are tested numerically in regimes characterized by various time scales. Special attention is paid to intermode interactions and their effect on coherence, decoherence and dephasing of plane-wave modes which build up the soliton.
Create a lesson
Related papers
PANDA-D: Interface-free determination of two dynamic contact angles
Georgii K. Vandyshev, Grigorii S. Gorkaev, Nikolay D. Kondratyuk et al.
Phase coexistence and nucleation of aging condensates
Yicheng Qiang, Chengjie Luo, David Zwicker
From Action Principle to Stochastic Thermodynamics of Elastic and Viscous Active Matter
Valentina Barletta, Michele Lupini, Ian D. Estabrook et al.
Drying-Induced Size Segregation and Stratification in Colloidal Droplets across Binary, Ternary, and Polydisperse Systems
Zhoaxuan Liu, Marjolein Dijkstra
Spatiotemporally correlated activity regulation of random-organizing hyperuniform states
Yuhan Peng, Yusheng Lei, Ran Ni
Distribution Functions and Moments of Harmonically Trapped Inertial Run-and-Tumble Particles in a Shear-Thickening Medium
Subhanker Howlader, Prasenjit Das