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20112026
most citedRadiation dynamics in fast soliton collisions in the presence of cubic loss

12 citations · 54 across the 11 of their papers we have counts for

collaborators

11 papers

nlin.PS2026

Transition to spatiotemporal chaos with multiple colliding pulse sequences of the nonlinear Schrödinger equation

Avner Peleg, Debananda Chakraborty

We present the first demonstration of transition to spatiotemporal chaos with multiple colliding pulse sequences in systems described by perturbed cubic nonlinear Schrödinger (NLS)…

nlin.PS2024

Stabilizing optical solitons by frequency-dependent linear gain-loss and the collisional Raman frequency shift

Avner Peleg, Debananda Chakraborty

We study transmission stabilization of optical solitons against emission of radiation in nonlinear optical waveguides in the presence of weak linear gain-loss, cubic loss, and the…

nlin.PS2023★ 5 cited

Stabilizing solitons of the cubic-quintic nonlinear Schrödinger equation by frequency-dependent linear gain-loss and delayed Raman response

Avner Peleg, Debananda Chakraborty

We demonstrate transmission stabilization against radiation emission by frequency-dependent linear gain-loss and perturbation-induced frequency shifting for solitons of the cubic-q…

nlin.PS2019★ 12 cited

Radiation dynamics in fast soliton collisions in the presence of cubic loss

Avner Peleg, Debananda Chakraborty

We study the dynamics of emission of radiation (small-amplitude waves) in fast collisions between two solitons of the nonlinear Schrödinger (NLS) equation in the presence of weak c…

physics.optics2018★ 9 cited

Enhancement of transmission quality in soliton-based optical waveguide systems by frequency dependent linear gain-loss and the Raman self-frequency shift

Avner Peleg, Debananda Chakraborty

We study transmission stabilization against radiation emission in soliton-based nonlinear optical waveguides with weak linear gain-loss, cubic loss, and delayed Raman response. We…

nlin.PS2016★ 4 cited

Large stable oscillations due to Hopf bifurcations in amplitude dynamics of colliding soliton sequences

Avner Peleg, Debananda Chakraborty

We demonstrate that the amplitudes of optical solitons in nonlinear multisequence optical waveguide coupler systems with weak linear and cubic gain-loss exhibit large stable oscill…

nlin.PS2015★ 9 cited

Stabilizing soliton-based multichannel transmission with frequency dependent linear gain-loss

Debananda Chakraborty, Avner Peleg, Quan M. Nguyen

We report several major theoretical steps towards realizing stable long-distance multichannel soliton transmission in Kerr nonlinear waveguide loops. We find that transmission dest…

nlin.PS2013★ 12 cited

Stable long-distance propagation and on-off switching of colliding soliton sequences with dissipative interaction

Debananda Chakraborty, Avner Peleg, Jae-Hun Jung

We study propagation and on-off switching of two colliding soliton sequences in the presence of second-order dispersion, Kerr nonlinearity, linear loss, cubic gain, and quintic los…

math.NA2011

Efficient determination of critical parameters of nonlinear Schrödinger equation with point-like potential using generalized polynomial chaos methods

Debananda Chakraborty, Jae-Hun Jung, Emmanuel Lorin

We consider the nonlinear Schrödinger equation with a point-like source term. The soliton interaction with such a singular potential yields a critical solution behavior. That is, f…

math.NA2011

Efficient determination of the critical parameters and the statistical quantities for Klein-Gordon and sine-Gordon equations with a singular potential using generalized polynomial chaos methods

Debananda Chakraborty, Jae-Hun Jung

We consider the Klein-Gordon and sine-Gordon type equations with a point-like potential, which describes the wave phenomenon in disordered media with a defect. The singular potenti…

physics.comp-ph2011★ 3 cited

A multi-domain hybrid method for head-on collision of black holes in particle limit

Debananda Chakraborty, Jae-Hun Jung, Gaurav Khanna

A hybrid method is developed based on the spectral and finite-difference methods for solving the inhomogeneous Zerilli equation in time-domain. The developed hybrid method decompos…