Optical signals with the minimum dispersion broadening in fibers

B. A. Berdnikov; Danil A. Kirsanov; Sergei A. Kozlov

doi:10.1117/12.262680

27 December 1996 Optical signals with the minimum dispersion broadening in fibers

B. A. Berdnikov, Danil A. Kirsanov, Sergei A. Kozlov

Proceedings Volume 2969, Second International Conference on Optical Information Processing; (1996) https://doi.org/10.1117/12.262680
Event: Second International Conference on Optical Information Processing, 1996, St. Petersburg, Russian Federation

Abstract

The duration of an optical signal is defined as the time interval in which a certain part of its energy is contained. It has been proved that under such definition the form of a signal with a given duration and maximum length of dispersion broadening is not Gaussian. Time profile of such signals has been obtained as a superposition of orthogonal symmetric Hermitean modes. Such signals have also been shown to be smooth functions of time. Furthermore, it has been shown that the expansion converges rapidly and is considerably well represented by the first 5 modes.

Citation Download Citation

B. A. Berdnikov, Danil A. Kirsanov, and Sergei A. Kozlov "Optical signals with the minimum dispersion broadening in fibers", Proc. SPIE 2969, Second International Conference on Optical Information Processing, (27 December 1996); https://doi.org/10.1117/12.262680

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