Wave breaking in nonlinear-optical fibers

Anderson, D.; Desaix, M.; Lisak, M.; Quiroga-Teixeiro, M.

doi:10.1364/josab.9.001358

Cited by 219 publications

(123 citation statements)

References 10 publications

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“…The nonmonotonic chirp induced by SPM gives rise to the overlapping between different frequencies in the pulse tails at the normal dispersion regime [2]. This situation leads to nonlinear frequency mixing through χ 3 susceptibility.…”

Section: Introductionmentioning

confidence: 99%

Dispersion-to-spectrum mapping in nonlinear fibers based on optical wave-breaking

Castelló‐Lurbe¹,

Andrés²,

Silvestre³

2013

Opt. Express

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Abstract:In this work we recognize new strategies involving optical wave-breaking for controlling the output pulse spectrum in nonlinear fibers. To this end, first we obtain a constant of motion for nonlinear pulse propagation in waveguides derived from the generalized nonlinear Schrödinger equation. In a second phase, using the above conservation law we theoretically analyze how to transfer in a simple manner the group-velocity-dispersion curve of the waveguide to the output spectral profile of pulsed light. Finally, the computation of several output spectra corroborates our proposition.

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Section: Introductionmentioning

confidence: 99%

Dispersion-to-spectrum mapping in nonlinear fibers based on optical wave-breaking

Castelló‐Lurbe¹,

Andrés²,

Silvestre³

2013

Opt. Express

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“…Finally, another aspect we stress is that the dynamics undergone in the anomalous dispersive fiber of the soliton regenerator leads to a soliton-like compression [21,26], which is fundamentally different from the continuous temporal broadening undergone in the normal regime [25].…”

Section: B Temporal Properties Of the Regenerated Signalmentioning

confidence: 98%

Scaling guidelines of a soliton-based power limiter for 2R-optical regeneration applications

Fatome

Finot

2009

2009 11th International Conference on Transparent Optical Networks

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-In this work, we report scaling rules for the design of an all-fibered soliton-based power limiter for reamplification and reshaping (2R) regeneration process. In particular, we propose general guidelines to fix the optimum fiber length and initial power of the regenerator. We quantitatively point out the optical power limiting effect of the device enabling a significant reduction of the amplitude jitter of a degraded signal. Influence of the initial level of amplitude jitter is discussed and the results are compared with a self-phase modulation-based configuration working in the normal dispersion regime. Realistic numerical simulations in the context of 160 Gbit/s signals confirm that an efficient improvement of the signal quality can be achieved by means of such a device.

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“…According to the initial conditions of the input pulse, the initial stage of nonlinear dynamics in the fiber, where Kerr-induced self-phase modulation (SPM) dominates over GVD, may be very different. Indeed, input pulses with a negative chirp coefficient will experience spectral compression as a result of SPM [15,28,29], whereas for initially positively chirped (or Fourier transform-limited) pulses, spectral broadening will drive the nonlinear dynamics and eventually lead to optical wave-breaking [30]. Moreover, propagation in the nonlinear fiber is impacted by both GVD and SPM effects, which are characterized by the respective coefficients 2 and .…”

Section: Principle Of Nonlinear Pulse Shaping and Available Degrees Omentioning

confidence: 99%

“…2 that there are three different regions of parameter space that support the formation of a parabolic pulse with the desired duration. The region featuring normal input chirping corresponds to a transient state of the nonlinear dynamic pulse evolution in the fiber toward wave breaking [18,30,45]. The region featuring low input powers (N below 2) and large propagated lengths corresponds to a long-term far-field evolution regime in the fiber characterized by the formation of pulses of a spectronic nature [20,21,46].…”

mentioning

confidence: 99%

Nonlinear sculpturing of optical pulses with normally dispersive fiber-based devices

Finot

Gukov

Hammani

et al. 2018

Optical Fiber Technology

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We present a general method to determine the parameters of nonlinear pulse shaping systems based on pulse propagation in a normally dispersive fiber that are required to achieve the generation of pulses with various specified temporal properties. The nonlinear shaping process is reduced to a numerical optimization problem over a three-dimensional space, where the intersections of different surfaces provide the means to quickly identify the sets of parameters of interest. We also show that the implementation of a machine-learning strategy can efficiently address the multi-parameter optimization problem being studied.

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Wave breaking in nonlinear-optical fibers

Cited by 219 publications

References 10 publications

Dispersion-to-spectrum mapping in nonlinear fibers based on optical wave-breaking

Dispersion-to-spectrum mapping in nonlinear fibers based on optical wave-breaking

Scaling guidelines of a soliton-based power limiter for 2R-optical regeneration applications

Nonlinear sculpturing of optical pulses with normally dispersive fiber-based devices

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