2017
DOI: 10.1109/jphot.2017.2667883
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Dynamics Versus Feedback Delay Time in Photonic Integrated Circuits: Mapping the Short Cavity Regime

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Cited by 12 publications
(6 citation statements)
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“…Besides a reduced footprint, the interest of taking the minimal length for the external cavity is to remain in the corresponding short cavity regime. 15 Indeed, in this case, the laser is known for being more robust against feedback perturbation which would be detrimental here. In our integrated demonstrator, the external cavity has a total length of 2.8 mm.…”
Section: Integrated Demonstratormentioning
confidence: 99%
“…Besides a reduced footprint, the interest of taking the minimal length for the external cavity is to remain in the corresponding short cavity regime. 15 Indeed, in this case, the laser is known for being more robust against feedback perturbation which would be detrimental here. In our integrated demonstrator, the external cavity has a total length of 2.8 mm.…”
Section: Integrated Demonstratormentioning
confidence: 99%
“…The corresponding output of ECF-SL behaves a sudden power dropout and then recoveries gradually with a frequency of ~MHz, which is much lower than the relaxation oscillation frequency [18] and the physical mechanism is considered as the unstable saddle-node and intermittent instability involved in ECF-SLs [19]. Different from LFFs, some intermittent phenomena have also been observed and studied in a short (~10 -3 m) external cavity SL [20][21][22]. Bosco et al experimentally investigated the nonlinear dynamics of a photonic integrated circuit consisting of a SL with short ECF [20] and found a crisis-induced intermittent route to chaos [21].…”
Section: Introductionmentioning
confidence: 99%
“…Different from LFFs, some intermittent phenomena have also been observed and studied in a short (~10 -3 m) external cavity SL [20][21][22]. Bosco et al experimentally investigated the nonlinear dynamics of a photonic integrated circuit consisting of a SL with short ECF [20] and found a crisis-induced intermittent route to chaos [21]. The physical mechanism is explained as the intermittently switching between separated attractors from different external-cavity modes in phase space and the stochastic switching time was then utilized for random number generation [22].…”
Section: Introductionmentioning
confidence: 99%
“…On the one hand, the success of the former opens important opportunities for the field of laser dynamics as its successful development creates a fruitful and suitable context for harnessing the targeted behaviour and applications [7,9,13]. On the other hand, the latter makes it finally possible to overcome notorious stability issues and to drastically increase the complexity of a system without unreasonably increasing its cost and bulkiness [6,[14][15][16]. Simultaneously, generic foundry platforms and multi-project wafer runs also offer the exciting chance to make custom lasers and systems without the need to master all the steps of photonic integrated circuit growth [6,17,18].…”
Section: Introductionmentioning
confidence: 99%