• Chinese Optics Letters
  • Vol. 23, Issue 2, 020601 (2025)
Shaoshao Yu1,2, Wenyu Zhao1,2, Xin Wang1,2, Xinghua Li1,2, and Shougang Zhang1,2,*
Author Affiliations
  • 1Key Laboratory of Time Reference and Applications, National Time Service Center, Chinese Academy of Sciences, Xi’an 710600, China
  • 2University of Chinese Academy of Sciences, Beijing 100049, China
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    DOI: 10.3788/COL202523.020601 Cite this Article Set citation alerts
    Shaoshao Yu, Wenyu Zhao, Xin Wang, Xinghua Li, Shougang Zhang, "Novel compensation technique for mitigating dispersion in fiber-optic microwave frequency transfer systems," Chin. Opt. Lett. 23, 020601 (2025) Copy Citation Text show less

    Abstract

    In this paper, a novel compensation technique is presented for mitigating dispersion in fiber optic microwave frequency transfer systems. By introducing an additional carrier light into the transmission link, the system effectively eliminates the effect of dispersion on temperature in the fiber link. The experimental results show that the long-term stability of microwave frequency transfer over a 100 km optical fiber link is better than 10-18/d. This remarkable result strongly demonstrates the feasibility of our proposed scheme, while also highlighting its significant practical significance in ensuring the long-term stability of microwave frequency transfer across hundreds of kilometers of optical fibers.
    τ(λ,T)λ=L(T)·D(λ,T)=1c·L(T)·n(λ,T)λ,

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    φp1=φp2.

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    Vr=sin(ωrt+φr).

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    Vo=sin(ωot+φo).

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    V1=V2=sin(ωo2t+φo2).

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    V3=sin(ωo2t+φo2+φp2+φp1),

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    V4=sin(ωo2t+φo2+φp2+φp2),

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    Vrx=sin(ωot+φo+φp+φp1+φp2).

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    Vrx=sin(ωot+φo+φp).

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    Vback=sin(ωo4t+φo4+φp2).

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    Ve=sin(2ωo5ωr4t+2φo+2φp5φr4).

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    {ωo=52ωrφo=52φrφp.

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    Vr=sin(52ωrt+52φr),

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    x(t)1ωr·V(t)Vpp/2,

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    δτ=ΔτT=Δλ·L·(k+D·α).

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    Shaoshao Yu, Wenyu Zhao, Xin Wang, Xinghua Li, Shougang Zhang, "Novel compensation technique for mitigating dispersion in fiber-optic microwave frequency transfer systems," Chin. Opt. Lett. 23, 020601 (2025)
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