2009 11th International Conference on Transparent Optical Networks 2009
DOI: 10.1109/icton.2009.5185274
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Scaling guidelines of a soliton-based power limiter for 2R-optical regeneration applications

Abstract: -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 … Show more

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Cited by 4 publications
(12 citation statements)
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References 26 publications
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“…Let us stress that the working point of the device P in is found to be 28 mW (14.5 dBm), which is significantly lower than the average power required for 2R regeneration based on Mamyshev configuration for similar bit rates [5]. The energy yield of device is 20% and is below the value of 40% as theoretically calculated in [12]. This difference can be explained by the splice loss of the fiber and the insertion loss of the filter.…”
Section: B Power Transfer Functionmentioning
confidence: 80%
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“…Let us stress that the working point of the device P in is found to be 28 mW (14.5 dBm), which is significantly lower than the average power required for 2R regeneration based on Mamyshev configuration for similar bit rates [5]. The energy yield of device is 20% and is below the value of 40% as theoretically calculated in [12]. This difference can be explained by the splice loss of the fiber and the insertion loss of the filter.…”
Section: B Power Transfer Functionmentioning
confidence: 80%
“…3(b) which points out that regimes A and B are the best suited for optical limiting. The optimum normalized length ξ L = L/L D of the regenerator has been found to be ξ L = 1.55 where L D is the dispersion length of the fiber [1,12]. The optimum input power P in is derived from the optimum soliton order N = (γP in L D ) 1/2 , which has been found to be N = 1.45.…”
Section: B General Design Guidelinesmentioning
confidence: 99%
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