2018
DOI: 10.1007/s00339-018-1608-3
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Supercontinuum generation and analysis in extruded suspended-core As2S3 chalcogenide fibers

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Cited by 9 publications
(2 citation statements)
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“…where Re[neff] is the real part of neff, which is the effective index of a guided mode calculated by means the FDE method, and c is the velocity of light in the vacuum. Obviously, by carefully selecting the geometry of the structure and changing the lattice parameters in the simulation, we achieved anomalous dispersion with double ZDWs, similar to that of Si et al [24], but it was not observed in other works [22,23]. The anomalous dispersion with two ZDWs is one of the outstanding advantages of this work, suitable for some SC generations with the influence of soliton-induced effects.…”
Section: Chromatic Dispersionsupporting
confidence: 72%
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“…where Re[neff] is the real part of neff, which is the effective index of a guided mode calculated by means the FDE method, and c is the velocity of light in the vacuum. Obviously, by carefully selecting the geometry of the structure and changing the lattice parameters in the simulation, we achieved anomalous dispersion with double ZDWs, similar to that of Si et al [24], but it was not observed in other works [22,23]. The anomalous dispersion with two ZDWs is one of the outstanding advantages of this work, suitable for some SC generations with the influence of soliton-induced effects.…”
Section: Chromatic Dispersionsupporting
confidence: 72%
“…The effective mode area for the fundamental mode can be calculated according to Formula 4 [30], where E is the transverse electric field over the cross-section of the PCF In contrast, the minimum and maximum values of Aeff are 0.593 and 5.312 µm 2 when D is 16.07 and 64.28 µm. We achieved much higher nonlinear coefficients and much smaller effective mode areas than those in other works [22,24,32,33] with As2S3-based suspended-core PCFs.…”
Section: Fig 3 Chromatic Dispersion Of Pcfs With Various Fiber Diametermentioning
confidence: 58%