超短高斯脉冲在高阶非线性光纤中传播的数值模拟

L. Ladanyi, L. Scholtz, Jarmila Mulerova
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引用次数: 0

摘要

由于对更高信道比特率的要求越来越高,人们开始研究连续脉冲缩短技术。本文的主要目的是描述和模拟色散和非线性现象对超短光脉冲在光纤中传播的影响。本文表明,色散的影响会引起频移,而频移可以通过自相位调制来补偿。另一方面,我们的结果证明,高阶非线性所引起的影响可以由三阶色散所补偿,这在形成孤立波的情况下得到了证明。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Numerical simulations of the propagation of ultra-short Gaussian pulses in optical fibers with high-order nonlinearities
Due to the increasing demands for higher channel bitrate continuous pulse shortening is under research. The main goal of this paper is to describe and simulate effects of dispersion and nonlinear phenomena on ultra-short optical pulses propagating through optical fibers. The paper shows that the effect of dispersion causes a frequency shift which can be compensated by self-phase modulation. On the other hand our results prove that effects caused by high-order nonlinearities can be compensated as a result of the third order dispersion which is demonstrated in case of forming the solitary waves.
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