Abstract

We present a theory of chirped breathing pulse propagation in optical transmission systems with strong dispersion management. Fast changes of pulse width and chirp over one period are given by a simple model that is verified by direct numerical simulations. An average pulse evolution in the leading order is described by the nonlinear Schrödinger equation, with additional parabolic potential that can be a trapping (when a grating is used) or a nontrapping (without a grating) type.

© 1997 Optical Society of America

Self-similar core and oscillatory tails of a path-averaged chirped dispersion-managed optical pulse

Sergei K. Turitsyn, Tobias Schäfer, and Vladimir K. Mezentsev
Opt. Lett. 23(17) 1351-1353 (1998)

Quasi-soliton propagation in dispersion-managed optical fibers

Shiva Kumar and Akira Hasegawa
Opt. Lett. 22(6) 372-374 (1997)

Chirped solitons with strong confinement in transmission links with in-line fiber Bragg gratings

Sergei K. Turitsyn and Vladimir K. Mezentsev
Opt. Lett. 23(8) 600-602 (1998)

Dispersion-managed solitons in optical amplifier transmission systems with zero average dispersion

S. K. Turitsyn and E. G. Shapiro
Opt. Lett. 23(9) 682-684 (1998)

Gordon–Haus effect in dispersion-managed soliton systems

Shiva Kumar and Falk Lederer
Opt. Lett. 22(24) 1870-1872 (1997)