• Chinese Optics Letters
  • Vol. 22, Issue 10, 100601 (2024)
Hao Zhou1, Wen Zuo1, Yaojun Qiao1,*, Yan Zhao2..., Bing Ye2, Chenglin Bai3 and Hengying Xu3|Show fewer author(s)
Author Affiliations
  • 1State Key Laboratory of Information Photonics and Optical Communications, Beijing University of Posts and Telecommunications, Beijing 100876, China
  • 2State Key Laboratory of Mobile Network and Mobile Multimedia Technology, WDM System Department, ZTE Corporation, Beijing 100020, China
  • 3School of Physics Science and Information Engineering, Liaocheng University, Liaocheng 252000, China
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    DOI: 10.3788/COL202422.100601 Cite this Article Set citation alerts
    Hao Zhou, Wen Zuo, Yaojun Qiao, Yan Zhao, Bing Ye, Chenglin Bai, Hengying Xu, "Ultrasonic phase extraction method for co-cable identification in coherent optical transmission systems," Chin. Opt. Lett. 22, 100601 (2024) Copy Citation Text show less

    Abstract

    An ultrasonic phase extraction method is proposed for co-cable identification without modifying transceivers in coherent optical transmission systems. To extract the ultrasonic phase, we apply an improved residual frequency offset compensation algorithm, an optimized unwrapping algorithm for mitigating phase noise induced by phase ambiguity between digital signal processing (DSP) blocks, and an averaging operation for improving the phase sensitivity. In a 64-GBaud dual-polarization quadrature phase shift keying (DP-QPSK) simulation system, the phase sensitivity of the proposed method reaches 0.03 rad using lasers with 100-kHz linewidth and a 60-kHz ultrasonic source, with only 400 k-points (kpts) stored data. Also verified by an experiment under the same transmission conditions, the sensitivity reaches 0.39 rad, with 3 kpts of data stored and no averaging due to the equipment limitation. The results have shown this method provides a better choice for low-cost and real-time co-cable identification in integrated sensing and communication optical networks.
    ΦRx(t)=ϕM(t)+ϕFO(t)+ϕu(t)+ϕLW(t)+ϕI(t),

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    ΦFOE(t)=ΦRx(t)2π·fest(k)·t=ϕM(t)+ϕRFO(t)+ϕu(t)+ϕLW(t)+ϕI(t),

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    ΦCPE(t)=ϕu(t)+ϕRFO(t)+ϕLW(t)+ϕI(t),

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    ϕu(t)=Aucos(2πfut),

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    ΦCPE(k)=ϕu(k)+ϕRFO(k)+ϕLW(k)+ϕI(k),

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    dϕu(k)=2πfuΔt·Aucos(2πfu·kΔt),

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    ΦFORL(k)=ΦRx(k)ϕM(k)=ΦCPE(k)+2π·fest(k)·τs=ϕu(k)+ϕFO(k)+ϕLW(k)+ϕI(k).

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    ω^fit(m)=Fitting[2π·fest(k)]=Δω(m)+ωerr(m),

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    ϕ^fit(k)=ω^fit(m)·1RSymbol,

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    ϕRFOC(k)=ΦFORL(k)ϕ^fit(k)=ϕu(k)+ϕLW(k)+ϕI(k)+ϕerr(k),

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    ϕdiff(k)=ϕhead(k+1)ϕtail(k).

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    ϕunrp(k)=Unwrap[ϕdiff(k)],

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    ϕprd(k)=ϕunrp(k)ϕdiff(k).

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    ϕUIB(k)=ΦFORL(k)+ϕprd(k).

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    SFOE=NPol×RSymbol×SR×TSample.

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    SFUA=NBlock×4=RSymbol×TSampleLBlock×4.

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    RS=SFOESFUA=NPol×SR×LBlock4=LBlock.

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    PSDϕ=2π2fu2Au2TSample(RSymbol/LBlock)2.

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    f(t)=αt+βsin(2π·γ·t+θ),

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    Hao Zhou, Wen Zuo, Yaojun Qiao, Yan Zhao, Bing Ye, Chenglin Bai, Hengying Xu, "Ultrasonic phase extraction method for co-cable identification in coherent optical transmission systems," Chin. Opt. Lett. 22, 100601 (2024)
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