Collision-induced timing soliton in dispersion-managed soliton systems

Mark J. Ablowitz; Gino Biondini; Anjan Biswas; Andrew Docherty; Toshihiko Hirooka; Sarbarish Chakravarty

doi:10.1364/OL.27.000318

Collision-induced timing soliton in dispersion-managed soliton systems

Mark J. Ablowitz, Gino Biondini, Anjan Biswas, Andrew Docherty, Toshihiko Hirooka, Sarbarish Chakravarty

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University of Colorado Boulder

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25 Citations (Scopus)

Abstract

The frequency and timing shifts associated with dispersion-managed solitons in a wavelength-division multiplexed system are computed by the numerically efficient Poisson sum technique. Analytical formulas are attainable by use of this approach with a Gaussian approximation for the soliton. The results are favorably compared with known results for the frequency shift. The method also applies to quasi-linear return-to-zero transmission formats.

Original language	English
Pages (from-to)	318-320
Number of pages	3
Journal	Optics Letters
Volume	27
Issue number	5
DOIs	https://doi.org/10.1364/OL.27.000318
Publication status	Published - 2002 Mar 1

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abstract = "The frequency and timing shifts associated with dispersion-managed solitons in a wavelength-division multiplexed system are computed by the numerically efficient Poisson sum technique. Analytical formulas are attainable by use of this approach with a Gaussian approximation for the soliton. The results are favorably compared with known results for the frequency shift. The method also applies to quasi-linear return-to-zero transmission formats.",

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AU - Biondini, Gino

AU - Biswas, Anjan

AU - Docherty, Andrew

AU - Hirooka, Toshihiko

AU - Chakravarty, Sarbarish

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N2 - The frequency and timing shifts associated with dispersion-managed solitons in a wavelength-division multiplexed system are computed by the numerically efficient Poisson sum technique. Analytical formulas are attainable by use of this approach with a Gaussian approximation for the soliton. The results are favorably compared with known results for the frequency shift. The method also applies to quasi-linear return-to-zero transmission formats.

AB - The frequency and timing shifts associated with dispersion-managed solitons in a wavelength-division multiplexed system are computed by the numerically efficient Poisson sum technique. Analytical formulas are attainable by use of this approach with a Gaussian approximation for the soliton. The results are favorably compared with known results for the frequency shift. The method also applies to quasi-linear return-to-zero transmission formats.

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Collision-induced timing soliton in dispersion-managed soliton systems

Abstract

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