论文标题

光学相干传输系统中的传输功率优化:分析,仿真和实验结果

Transmit Power Optimization in Optical Coherent Transmission Systems: Analytical, Simulation, and Experimental Results

论文作者

Hashemi, Ramin, Habibi, Mehdi, Beyranvand, Hamzeh, Emami, Ali, Hashemi, Mahdi, Rafie, Davood Ranjbar

论文摘要

在本文中,我们建议使用所谓的增强高斯噪声(EGN)模型的离散版本来估算光纤对光学相干和无偿传输(CUT)系统性能的非线性影响。通过计算非线性干扰噪声的功率并考虑光放大器的噪声,我们获得了信噪比(SNR)比率和可实现的切割速率。为了分配每个剪切通道的功能,我们考虑了两个优化问题,即最大化最小SNR边距和可实现的速率的目标。我们表明,通过使用离散的EGN模型,与基于所谓的离散高斯噪声(GN)模型开发的现有优化问题相比,引入优化问题的复杂性减少了。此外,基于离散的EGN模型的优化导致更好的SNR和可实现的速率。我们通过模拟和实验结果来验证我们的分析结果。我们在OptiSystem软件上模拟了一个五通道相干系统,在优化和模拟之间观察到了密切的一致性。此外,我们通过考虑单渠道和三通道相干系统,测量了300 km单模光纤(SMF)和非零分散偏移纤维(NZDSF)的商业100Gbps相干发射器的SNR。我们观察到实验结果和分析结果之间存在性能差距,这主要是由于实验中的其他噪声来源,例如发射器缺陷噪声,热噪声和射击噪声。通过将这些噪声源包括在分析模型中,分析结果和实验结果之间的差距减少。

In this paper, we propose to use the discretized version of the so-called Enhanced Gaussian Noise (EGN) model to estimate the non-linearity effects of fiber on the performance of optical coherent and uncompensated transmission (CUT) systems. By computing the power of non-linear interference noise and considering optical amplifier noise, we obtain the signal-to-noise (SNR) ratio and achievable rate of CUT. To allocate the power of each CUT channel, we consider two optimization problems with the objectives of maximizing minimum SNR margin and achievable rate. We show that by using the discretized EGN model, the complexity of the introduced optimization problems is reduced compared with the existing optimization problems developed based on the so-called discretized Gaussian Noise (GN) model. In addition, the optimization based on the discretized EGN model leads to a better SNR and achievable rate. We validate our analytical results with simulations and experimental results. We simulate a five-channel coherent system on OptiSystem software, where a close agreement is observed between optimizations and simulations. Furthermore, we measured SNR of commercial 100Gbps coherent transmitter over 300 km single-mode fiber (SMF) and non-zero dispersion-shifted fiber (NZDSF), by considering single-channel and three-channel coherent systems. We observe there are performance gaps between experimental and analytical results, which is mainly due to other sources of noise such as transmitter imperfection noise, thermal noise, and shot noise, in experiments. By including these sources of noise in the analytical model, the gaps between analytical and experimental results are reduced.

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