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Linewidth-Tolerant and Low-Complexity Two-Stage Carrier Phase Estimation for Dual-Polarization 16-QAM Coherent Optical Fiber Communications

机译:双极化16-QAM相干光纤通信的线宽容限和低复杂度两阶段载波相位估计

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摘要

Two novel linewidth-tolerant, low-complexity feedforward carrier phase estimation algorithms are described for dual-polarization 16-ary quadrature-amplitude-modulation with coherent detection. For both algorithms, the carrier phase is estimated in two stages. The first stage employs either a simplified quadrature-phase-shift-keying (QPSK) partitioning algorithm or the blind phase search (BPS) algorithm. The second stage employs a novel QPSK constellation transformation algorithm. The performance and linewidth tolerance of both algorithms are evaluated using experimental and simulation data, and the hardware complexity is assessed. For both proposed two-stage algorithms, the linewidth symbol duration product is $1.3times 10^{-4}$ for a 1 dB penalty in optical signal-to-noise ratio at a bit error ratio of $10^{-3}$ . This performance is comparable to a single-stage BPS algorithm with a large number of test phases, but with a reduction of the hardware complexity by factors of about 2.5–11.
机译:描述了两种新颖的线宽容限,低复杂度前馈载波相位估计算法,用于具有相干检测的双极化16进制正交幅度调制。对于这两种算法,载波相位都分两个阶段估算。第一阶段采用简化的正交相移键控(QPSK)划分算法或盲相搜索(BPS)算法。第二阶段采用新颖的QPSK星座图转换算法。使用实验和仿真数据评估两种算法的性能和线宽容限,并评估硬件复杂性。对于这两个提出的两阶段算法,在误码率为$ 10 ^ {-3} $的情况下,光信噪比的损失为1 dB时,线宽符号持续时间乘积为$ 1.3乘以10 ^ {-4} $。这种性能可与具有大量测试阶段的单级BPS算法相媲美,但硬件复杂度降低了约2.5-11倍。

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