2012
DOI: 10.1364/ol.37.004832
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Experimental demonstration of modulation instability in an optical fiber with a periodic dispersion landscape

Abstract: We report the experimental demonstration of a modulation instability (MI) process assisted by a periodic dispersion modulation in an optical fiber. We observe the spontaneous growth of more than 10 pairs of MI sidebands spanning over more than 10 THz thanks to a quasi-phase-matched process.

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Cited by 76 publications
(89 citation statements)
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“…The longitudinal spatial intensity oscillations of a multimode beam give rise to GPI and multiple sidebands that can be generated far away from the pump (shifts larger than 100 THz) [11,12]. This self-induced phase-matching mechanism is analogous to quasi-phase matched wave (QPM) generation in periodic amplified transmission systems or dispersion-managed fibers [13][14][15]. For a few-mode fiber (FMF) instead, the number of intermodal, nonlinear coupling terms is much smaller: the frequencies of parametrically generated waves can be obtained from the phase-matching conditions of IMFWM processes.…”
mentioning
confidence: 99%
“…The longitudinal spatial intensity oscillations of a multimode beam give rise to GPI and multiple sidebands that can be generated far away from the pump (shifts larger than 100 THz) [11,12]. This self-induced phase-matching mechanism is analogous to quasi-phase matched wave (QPM) generation in periodic amplified transmission systems or dispersion-managed fibers [13][14][15]. For a few-mode fiber (FMF) instead, the number of intermodal, nonlinear coupling terms is much smaller: the frequencies of parametrically generated waves can be obtained from the phase-matching conditions of IMFWM processes.…”
mentioning
confidence: 99%
“…(4) (see dashed vertical lines). The possibility of observing QPM-induced MI in such a situation, where a large set of spectral lines is generated, was experimentally confirmed in the work of Droques et al [5]. However, for an increasing level of dispersion amplitude oscillations (e.g., D amp = 1.7 ps/km/nm, case (b) of Fig.…”
Section: Influence Of the Amplitude Of The Dispersion Fluctuationmentioning
confidence: 80%
“…Nevertheless, we checked that these effects do not have a noticeable influence on the MI spectral dynamics that we are going to describe. MI induced by the longitudinal variations of chromatic dispersion has been theoretically investigated before in a wide range of configurations, ranging from sinusoidal profiles with a spatial period of a few tens of meters [5,9], up to dispersion-managed systems with periods of several kilometers [6,[12][13][14]. We consider in this contribution the specific case of DOF whose parameters are inspired by the previous numerical works which were carried out in the context of the transmission of high-speed telecommunication signals in dense dispersion managed links [15].…”
Section: Model and Situation Under Investigationmentioning
confidence: 99%
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