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Effective control of a soliton by sliding-frequency guiding filters

机译:滑动频率引导滤波器有效控制孤子

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A singular perturbation method is used to analyze the effect of sliding-frequency guiding filters on an optical soliton, which has been proposed to be used as a bit carrier in fiber-optics communication systems. We find that there is a broad range of physical parameters, only inside of which would the sliding-frequency filter scheme operate stably. The lower limit (in soliton energy) of this parameter regime was found earlier by Mollenauer et al. [Opt. Lett. 17, 1575 (1992)] and by Kodama et al. [Opt. Lett. 18, 1311 (1993)] and is determined by whether the soliton will continue to stay in synchronization with the array of filters. The upper limit is determined when the comoving dispersive waves that are continually being generated by the filtering are no longer decaying and instead start to grow and generate, finally, a secondary soliton. This upper limit was discovered recently in both experiments and numerical simulations by Mamyshev and Mollenauer [Opt. Lett. 15, 2083 (1994)]. We have found a simple analytical estimate of this upper limit by the use of a singular perturbation method. Our analytical results agree well with the numerical and experimental findings of Mamyshev and Mollenauer. (C) 1997 Optical Society of America.
机译:奇异摄动法被用来分析滑动频率导引滤波器对光孤子的影响,该孤子已被提议在光纤通信系统中用作位载波。我们发现,存在广泛的物理参数,只有在其中,滑动频率滤波器方案才能稳定运行。 Mollenauer等人较早地发现了该参数范围的下限(孤子能)。 [选择。来吧17,1575(1992)]和Kodama等人。 [选择。来吧18,1311(1993)],并且由孤子是否将继续与滤波器阵列保持同步来确定。当通过滤波连续产生的同色散波不再衰减而是开始增长并最终产生次级孤子时,确定上限。这个上限是最近由Mamyshev和Mollenauer在实验和数值模拟中发现的。来吧15,2083(1994)]。我们已经通过使用奇异摄动法找到了对该上限的简单分析估计。我们的分析结果与Mamyshev和Mollenauer的数值和实验结果非常吻合。 (C)1997年美国眼镜学会。

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