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arXiv 2104.07979cs.ITmath.IT
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双偏振光纤信道容量下限的失配模型

Mismatched Models to Lower Bound the Capacity of Dual-Polarization Optical Fiber Channels

Francisco Javier Garcia-Gomez, Gerhard Kramer

摘要:

将正则微扰应用于Manakov方程,建立了双偏振光纤信道波分复用的广义相关相位加性噪声模型。该模型包括三个隐藏的高斯马尔可夫过程:相位噪声,极化旋转,和加性噪声。粒子滤波被用来计算具有频率相关的功率和延迟的多载波通信的容量的下限。相对于现有模型在其峰值数据率下实现了0.17比特/s/Hz/pol的频谱效率增益或0.8 dB的功率效率增益。频率相关的延迟也增加了单偏振信道的频谱效率。

英文摘要:

Regular perturbation is applied to the Manakov equation and motivates a generalized correlated phase-and-additive noise model for wavelength-division multiplexing over dual-polarization optical fiber channels. The model includes three hidden Gauss-Markov processes: phase noise, polarization rotation, and additive noise. Particle filtering is used to compute lower bounds on the capacity of multi-carrier communication with frequency-dependent powers and delays. A gain of 0.17 bits/s/Hz/pol in spectral efficiency or 0.8 dB in power efficiency is achieved with respect to existing models at their peak data rate. Frequency-dependent delays also increase the spectral efficiency of single-polarization channels.

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