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Optimization of the control of dispersion and nonlinear effects in WDM communication systems

机译:WDM通信系统中色散和非线性效应控制的优化

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A method to compensate linear and nonlinear effects in a high capacity fiber-optic (FO) communication systems, called Distance Folded Digital Backward Propagation (DF or DF-DBP), is implemented. It is a variant of the Digital Backward Propagation method (DBP) and it has the advantage of reducing the computational cost with respect to DBP. The DF consists in applying the Split Step Fourier Method (SSFM) to solve the nonlinear Schr¿¿dinger equation (NLSE) conversely, but using fewer steps than in the DBP. It is evaluated a DF implementation for an 8-channel division multiplexed wavelength (WDM) system, with a transmission rate of 128 Gb/s per channel, a 16-QAM modulation format, and a link of 1200 km length. The system performance is compared in three cases: when electronic compensation is used by DF and by DBP, and when optical dispersion compensation is employed through DCF fiber.
机译:实现了一种在大容量光纤(FO)通信系统中补偿线性和非线性影响的方法,称为距离折叠数字向后传播(DF或DF-DBP)。它是数字后向传播方法(DBP)的一种变体,具有降低DBP计算成本的优点。 DF包括应用拆分步傅立叶方法(SSFM)来反解非线性Schr¿dinger方程(NLSE),但使用的步数少于DBP中的步数。它被评估为用于8通道分复用波长(WDM)系统的DF实现,其每通道的传输速率为128 Gb / s,具有16-QAM调制格式,并且链路长度为1200 km。在以下三种情况下比较了系统性能:DF和DBP使用电子补偿时,以及DCF光纤使用光学色散补偿时。

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