首页> 外文期刊>Optik: Zeitschrift fur Licht- und Elektronenoptik: = Journal for Light-and Electronoptic >Combined influence of third order dispersion (TOD) and intra-pulse Raman scattering (IRS) on initially phase imparted solitons
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Combined influence of third order dispersion (TOD) and intra-pulse Raman scattering (IRS) on initially phase imparted solitons

机译:第三阶分散(TOD)和脉冲内拉曼散射(IRS)在最初相位赋予孤子的综合影响

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摘要

The temporal shifts caused by the combined influence of Third Order Dispersion (TOD) and Intra-pulse Raman scattering (IRS) on initially phase imparted soliton pulses is demonstrated analytically and numerically. Further the effects are realized in a 160 Gbps, single channel telecommunication system. The phase (Psi) characteristics of soliton with respect to initial relative spacing (q(o)) is governed by Perturbative equation while the temporal shift under the influence of Third Order Dispersion and Intra-pulse Raman scattering is noted by Moment equation. By combining the Perturbative and Moment equations, the temporal shift under the combined effects is noted analytically. Also the similar effect is noted numerically by using the Split-Step Fourier transform (SSFT) to support analytics. The temporal shift at the interaction point (where two in-phase soliton interacts) using analytical and numerical method is characterized by the 'Spacing between the solitons' in terms of picoseconds. It could be realized by both analytical and numerical methods that the Intra-pulse Raman scattering is more dominant over third order dispersion in shifting the soliton pulses temporally with respect to distance. Apart from analytical and numerical approached, the shift of soliton pulses under the combined effect is realized in telecommunication system and the performance is noted using the Q-value and Time domain analyzer view. (C) 2018 Elsevier GmbH. All rights reserved.
机译:在分析和数值上对由最初相位赋予孤子脉冲的三阶分散(TOD)和脉冲内拉曼散射(IRS)的组合影响引起的时间换档是在初始相位赋予的孤子脉冲上进行的。此外,效果是在160 Gbps,单通道电信系统中实现的。孤子相对于初始相对间隔的阶段(PSI)特征(Q(O))由扰动方程管辖,而瞬间方程则注意到在第三阶色散和脉冲内拉曼散射的影响下的时间变换。通过组合扰动和时刻方程,在分析上注意到组合效果下的时间变换。通过使用分流步傅立叶变换(SSFT)来支持分析,还通过数字地注意到类似的效果。使用分析和数值方法的相互作用点(其中两个同相孤子相互作用)的时间偏移的特征在于皮秒方面的“孤子之间的间隔”。通过分析和数值方法可以实现,即脉冲内拉曼散射在三阶分散中更大的占据距离相对于距离时的三顺序。除了分析和数值接近,孤子脉冲在组合效果下的偏移是在电信系统中实现的,并且使用Q值和时域分析器视图指出性能。 (c)2018年Elsevier GmbH。版权所有。

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