1 July 2002 Soliton stability and compression in a system with nonlinear gain
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Optical Engineering, 41(7), (2002). doi:10.1117/1.1480428
The stability of soliton propagation in a system with spectral filtering and linear and nonlinear gain is investigated numerically, assuming various input waveforms. Our results show that merely giving a linear frequency chirp to the initial pulse is not effective in suppressing the background instability in bandwidth-limited soliton transmission. However, it should be possible to achieve relatively stable pulse propagation over long distances by the use of a suitable combination of linear and nonlinear gains. Truly stable propagation of arbitrary-amplitude solitons can be achieved only in a system with purely nonlinear gain. A new soliton compression effect is demonstrated both for fixed-amplitude and for arbitrary-amplitude solitons. For fixed-amplitude solitons there is an optimum propagation distance for maximum pulse compression, whereas for arbitrary-amplitude solitons the pulse width remains practically constant after some oscillations in the initial compression stage.
Mario F. S. Ferreira, Sofia C. V. Latas, "Soliton stability and compression in a system with nonlinear gain," Optical Engineering 41(7), (1 July 2002). http://dx.doi.org/10.1117/1.1480428


Nonlinear filtering

Optical filters

Complex systems

Linear filtering

Wave propagation


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