• Photonics Research
  • Vol. 2, Issue 4, B35 (2014)
Ye Deng, Ming Li*, Ningbo Huang, Hui Wang, and and Ninghua Zhu
Author Affiliations
  • State Key Laboratory on Integrated Optoelectronics, Institute of Semiconductors, Chinese Academy of Sciences, Beijing 100083, China
  • show less
    DOI: 10.1364/PRJ.2.000B35 Cite this Article Set citation alerts
    Ye Deng, Ming Li, Ningbo Huang, Hui Wang, and Ninghua Zhu. Optical length-change measurement based on an incoherent single-bandpass microwave photonic filter with high resolution[J]. Photonics Research, 2014, 2(4): B35 Copy Citation Text show less

    Abstract

    An optical length-change measurement technique is proposed based on an incoherent microwave photonic filter (MPF). The optical length under testing is inserted into an optical link of a single-bandpass MPF based on a polarization-processed incoherent light source. The key feature of the proposed technique is to transfer the length measurement in the optical domain to the electrical domain. In the electrical domain, the measurement resolution is extremely high thanks to the high-resolution measurement of microwave frequency response. In addition, since the MPF is a single-bandpass MPF, the optical length is uniquely determined by the central frequency of the MPF. A detailed investigation of the relation between the center frequency of the MPF and the optical length change is implemented. A measurement experiment is also demonstrated, and the experimental results show that the proposed technique has a measurement sensitivity of 1 GHz/mm with a high length-measurement resolution of 1 pm in theory. The proposed approach has the advantages of high sensitivity, high resolution, and immunity to power variation in electronic and optical links.
    [ExEy]=22×[cos(π/4)Eout1(tΔt)exp[jβcos(ωmt)]sin(π/4)Eout1(tΔt)exp[jβcos(ωmt)]+cos(3π/4)Eout1(t)exp[jβcos(ωmt)]+sin(π/4)Eout1(t)exp[jβcos(ωmt)]]=12×[Eout1(tΔt)exp[jβcos(ωmt)]Eout1(tΔt)exp[jβcos(ωmt)]Eout1(t)exp[jβcos(ωmt)]+Eout1(t)exp[jβcos(ωmt)]],(1)

    View in Article

    Eout2(t)=(1/2)cos(π/4){Eout1(tΔt)exp[jβcos(ωmt)]Eout1(t)exp[jβcos(ωmt)]+Eout1(tΔt)exp[jβcos(ωmt)]+Eout1(t)exp[jβcos(ωmt)]}(2/2)J0(β)Eout1(tΔt)j2J1(β)Eout1(t)cos(ωmt),(2)

    View in Article

    Eout2(Ω)J0(β)Eout1(Ω)exp(jΩΔt)jJ1(β)[Eout1(Ωωm)+Eout1(Ω+ωm)].(3)

    View in Article

    Φ(Ω)=Φ(Ω0)+τ(Ω0)·(ΩΩ0)+D·L(ΩΩ0)2/2+χ·L(ΩΩ0)3/3,(4)

    View in Article

    H(ω)Hb(ωΔt/DL)exp[j(Ω0ΔtDLω2/2)]+Hb(ω+Δt/DL)exp[j(Ω0Δt+DLω2/2)],(5)

    View in Article

    Hb(ω)=12π0+S(ω)exp[jωDL(ΩΩ0)]dΩ,(6)

    View in Article

    fc=Δt/(2πDL)=ΔL/(2πcDL).(7)

    View in Article

    Ye Deng, Ming Li, Ningbo Huang, Hui Wang, and Ninghua Zhu. Optical length-change measurement based on an incoherent single-bandpass microwave photonic filter with high resolution[J]. Photonics Research, 2014, 2(4): B35
    Download Citation