• Photonics Research
  • Vol. 9, Issue 12, 2360 (2021)
Zeng-Quan Yan1、2, Cheng-Qiu Hu1、2, Zhan-Ming Li1、2, Zhong-Yuan Li3, Hang Zheng1、2、5、*, and Xian-Min Jin1、2、4、6、*
Author Affiliations
  • 1Center for Integrated Quantum Information Technologies (IQIT), School of Physics and Astronomy and State Key Laboratory of Advanced Optical Communication Systems and Networks, Shanghai Jiao Tong University, Shanghai 200240, China
  • 2CAS Center for Excellence and Synergetic Innovation Center in Quantum Information and Quantum Physics, University of Science and Technology of China, Hefei 230026, China
  • 3Beijing Institute of Astronautical Systems Engineering, Beijing 100076, China
  • 4TuringQ Co., Ltd., Shanghai 200240, China
  • 5e-mail: hzheng@sjtu.edu.cn
  • 6e-mail: xianmin.jin@sjtu.edu.cn
  • show less
    DOI: 10.1364/PRJ.438275 Cite this Article Set citation alerts
    Zeng-Quan Yan, Cheng-Qiu Hu, Zhan-Ming Li, Zhong-Yuan Li, Hang Zheng, Xian-Min Jin. Underwater photon-inter-correlation optical communication[J]. Photonics Research, 2021, 9(12): 2360 Copy Citation Text show less

    Abstract

    High-capacity, long-distance underwater optical communication enables a global scale optical network covering orbit, land, and water. Underwater communication using photons as carriers has a high channel capacity; however, the light scattering and absorption of water lead to an inevitable huge channel loss, setting an insurmountable transmission distance for existing underwater optical communication technologies. Here, we experimentally demonstrate the photon-inter-correlation optical communication (PICOC) in air–water scenarios. We retrieve additional internal correlation resources from the sparse single-photon stream with high fidelity. We successfully realize the 105-m-long underwater optical communication against a total loss up to 120.1 dB using only a microwatt laser. The demonstrated underwater light attenuation is equivalent to the loss of 883-m-long Jerlov type I water, encouraging the practical air–water optical communication to connect deeper underwater worlds.
    Perror=a0P0(tc,μ0)+a1P1(tc,μ1),

    View in Article

    lgPerror(tc)Gcc2(tc+ψ)2β+A|sin[πT(tcφ)]|.

    View in Article

    Gc=dlgPerrordtcGcc1β/[Gcc(tc+ψ)]2AπTsin[2π(tcφ)/T]2|sin[π(tcφ)/T]|.

    View in Article

    psp(μsp,n)=eμspμspnn!,(B1)

    View in Article

    ηn=1(1η)n,n=0,1,2,.(B2)

    View in Article

    {psp(μsp,n)=eμspμspnn!μspμspη.(B3)

    View in Article

    {p(μs,tc,n)=eμstc(μstc)nn!μs=mμsp,(B4)

    View in Article

    p(μn,tc,n)=eμntc(μntc)nn!,(B5)

    View in Article

    {p1(tc,n)=eμ1tc(μ1tc)nn!p0(tc,n)=eμ0tc(μ0tc)nn!μ1=μs+μnμ0=μn,(B6)

    View in Article

    Perror(tc)=a0P0(tc,μ0)+a1P1(tc,μ1)=a0n=Nth(μ0tc)nn!eμ0tc+a1n=0Nth1(μ1tc)nn!eμ1tc=a0[1Γ(Nth,μ0tc)Γ(Nth)]+a1Γ(Nth,μ1tc)Γ(Nth),(B7)

    View in Article

    Nth(tc)=ln(a0/a1)+tc(μ1μ0)ln(μ1/μ0).(B8)

    View in Article

    {T=ln(μ1/μ0)μ1μ0φ=ln(a0/a1)μ0μ1.(B9)

    View in Article

    {lgPerror(tc)Gcc2(tc+ψ)2β+A|sin[πT(tcφ)]|Gcc=[lg(Ek+1)lg(Ek)]/TA=[lg(Ek+0.5)lg(Ek)]/2ψ=[(lgax)2(lgEk)2tkGcc2tk]/2β=Gcc2ψ2(lgax)2,(B10)

    View in Article

    SNR=10lgL1L0σ1+σ0,(C1)

    View in Article

    Zeng-Quan Yan, Cheng-Qiu Hu, Zhan-Ming Li, Zhong-Yuan Li, Hang Zheng, Xian-Min Jin. Underwater photon-inter-correlation optical communication[J]. Photonics Research, 2021, 9(12): 2360
    Download Citation