Abstract

The effect of reduction of soliton interaction by bandwidth-limited amplification is analyzed by numerical solution of the nonlinear Schrödinger equation, by computing the eigenvalues of inverse-scattering transform, and by solving the equation for a soliton center. It is shown that this effect is explained by the influence of the perturbation on soliton central frequency.

© 1993 Optical Society of America

Numerical study of the reduction of instability in bandwidth-limited amplified soliton transmission

Masayuki Matsumoto and Akira Hasegawa
Opt. Lett. 18(11) 897-899 (1993)

Reduction and suppression of soliton interactions by bandpass filters

Yuji Kodama and Stefan Wabnitz
Opt. Lett. 18(16) 1311-1313 (1993)

Reduction of averaged soliton interaction forces by amplitude modulation

Pierre-Luc François and Thierry Georges
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Higher-order effects in bandwidth-limited soliton propagation in optical fibers

Alejandro B. Aceves, Costantino De Angelis, Gianfranco Nalesso, and Marco Santagiustina
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Suppression of interactions in a phase-locked soliton optical memory

S. Wabnitz
Opt. Lett. 18(8) 601-603 (1993)