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Average dynamics of the optical soliton in communication lines with dispersion management: Analytical results

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Abstract

Applying asymptotic methods we present an analytical description of the slow dynamics of breathing pulses propagating in fiber links with dispersion management. We derive asymptotic averaged quantities which characterize the stable pulse propagation. For the practically important case of local high dispersion we have found fixed points describing dispersion-managed solitons.

© 1998 Optical Society of America

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