Theory of generation of new frequencies by mixing of solitons and dispersive waves in optical fibers
Theory of generation of new frequencies by mixing of solitons and dispersive waves in optical fibers
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DOI：
10.1103/physreve.72.016619
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发表时间：
2005-07-01
影响因子：
2.4
通讯作者：
Yulin, AV
中科院分区：
文献类型：
--
作者：
Skryabin, DV;Yulin, AV
我们开发了一种在用孤子脉冲和弱连续波 (cw) 泵浦的光纤中生成新光谱分量的理论。我们推导了上述过程的波数匹配条件，并提出了一种查找所生成波的振幅的分析方法。我们讨论了连续泵浦损耗和谱反冲对孤子的相关影响。我们还指出了光纤中产生超连续谱的例子，其中孤子和色散波之间的混合起着重要作用。
We develop a theory of the generation of new spectral components in optical fibers pumped with a solitonic pulse and a weak continuous wave (cw). We derive the wave number matching conditions for the above process and present an analytical method of finding the amplitudes of the generated waves. We discuss related effects of the depletion of the cw pump and spectral recoil on the soliton. We also point out examples of the generation of supercontinuum spectra in fibers, where mixing between solitons and dispersive waves plays an important role.