Abstract

We present an analysis of clock recovery algorithms in both polarization division multiplexing systems and mode division multiplexing systems. The impact of inter-polarization time skew and polarization mode dispersion in single-mode fibers, as well as the combined impact of mode mixing and mode group delay spread in multi-mode fibers under different coupling regimes are investigated. Results show that although the clock tone vanishing has a known solution for single-mode systems, in multi-mode systems even for low group delay spread, strong coupling will cause clock tone extinction, making it harder to implement an effective clock recovery scheme.

Highlights

  • In the past few years, coherent communication techniques have established themselves as the main solution to overcome the capacity limitations of legacy intensity modulation/direct detection (IM-DD) systems in optical communications [1]

  • We showed through simulations that the inter-polarization time skew, polarization rotation, and polarization mode dispersion (PMD) can be compensated in optical systems employing single-mode fibers and, will not affect the performance of clock synchro√nization

  • It would need more than 10,000 km of a modern fiber with differential group delay (DGD) of 0.1 ps/ km in order to be able to see some impact of DGD on the clock recovery performance

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Summary

Introduction

In the past few years, coherent communication techniques have established themselves as the main solution to overcome the capacity limitations of legacy intensity modulation/direct detection (IM-DD) systems in optical communications [1]. The first implementations of DSP-based coherent optical receivers were deployed envisioning systems with 100 Gb/s per channel over single-mode fibers (SMF), and employing polarization division multiplexing (PDM) and advanced modulation formats such as m-ary phase-shift keying (M-PSK) and m-ary quadrature amplitude modulation (M-QAM) [2,8]. Such systems in combination with wavelength division multiplexing (WDM) can not satisfy future capacity demands.

Clock Recovery in Coherent Optical Receivers
Matrix Propagation Model for Optical Fibers
Single-Mode Fibers with Strong Coupling between Polarizations
Multi-Mode and Multi-Core Fibers
Time Skew between Polarizations and Modes
Time Skew between Polarizations
Polarization Mode Dispersion
Clock Recovery Performance in Multi-Mode Fibers
Findings
Conclusions
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