• Acta Physica Sinica
  • Vol. 69, Issue 11, 114203-1 (2020)
Xue-Jian Li, Min Cao, Min Tang, Yue-An Mi, Hong Tao, Hao Gu, Wen-Hua Ren, Wei Jian, and Guo-Bin Ren*
Author Affiliations
  • Key Laboratory of All Optical Network and Advanced Telecommunication Network, Ministry of Education, Institute of Lightwave Technology, Beijing Jiaotong University, Beijing 100044, China
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    DOI: 10.7498/aps.69.20200103 Cite this Article
    Xue-Jian Li, Min Cao, Min Tang, Yue-An Mi, Hong Tao, Hao Gu, Wen-Hua Ren, Wei Jian, Guo-Bin Ren. Inter-mode stimulated Brillouin scattering and simultaneous temperature and strain sensing in M-shaped few-mode fiber[J]. Acta Physica Sinica, 2020, 69(11): 114203-1 Copy Citation Text show less
    The BGS of -mode pair in SI-FMF (Inset: The structure of SI-FMF).
    Fig. 1. The BGS of - mode pair in SI-FMF (Inset: The structure of SI-FMF).
    The structure of M-FMF and the field distribution of optical modes in M-FMF: (a) The structure of M-FMF: (b) ; (c) ; (d) ; (e) .
    Fig. 2. The structure of M-FMF and the field distribution of optical modes in M-FMF: (a) The structure of M-FMF: (b) ; (c) ; (d) ; (e) .
    The BGS of different optical mode pairs: (a) ; (b) -; (c) -.
    Fig. 3. The BGS of different optical mode pairs: (a) ; (b) - ; (c) - .
    The BGS of -mode pair in M-FMF versus: (a) n1; (b) n2; (c) r1; (d) r2.
    Fig. 4. The BGS of - mode pair in M-FMF versus: (a) n1; (b) n2; (c) r1; (d) r2.
    The displacement field distribution of acoustic mode excited by the interaction of -mode pair: (a) ; (b) .
    Fig. 5. The displacement field distribution of acoustic mode excited by the interaction of - mode pair: (a) ; (b) .
    The BGS of -mode pair versus: (a) Temperature; (b) strain.
    Fig. 6. The BGS of - mode pair versus: (a) Temperature; (b) strain.
    The BFS corresponding to and acoustic modes versus: (a) Temperature; (b) strain.
    Fig. 7. The BFS corresponding to and acoustic modes versus: (a) Temperature; (b) strain.
    LP01-LP01LP01-LP11LP11-LP11
    m = 0 m = 1 m = 0 m = 2
    Lm1251.63208.71156.24180.74
    Lm2162.48449.521.65 × 1031.09 × 103
    Lm32.12 × 1054.54 × 1043.82 × 1031.11 × 104
    Table 1.

    Acousto-optic effective area by the coupling between different optical mode pairs and acoustic modes (in μm2).

    不同光学模式对与声学模式之间相互耦合的声光有效面积(单位: μm2)

    Fiber$C_T^1$/MHz·℃–1$C_T^2$/MHz·℃–1$C_S^1$/MHz·℃–1$C_S^2$/MHz·℃–1δT/℃ δS/με
    M-FMF4.34003.93150.193730.177150.235.67
    M-SMF[25]1.51871.16420.066400.052800.4712.30
    SSMF[26]1.19001.15000.062280.050090.9319.48
    SMF[27]1.19001.11900.035600.040300.9028.80
    IPGIF[37]0.743230.90160.042020.038250.8517.40
    GIFMF[38]5.27004.3000.237000.189001.8041.00
    c-core FMF[39]1.01690.99090.059240.048721.2021.90
    e-core FMF[40]1.24201.27800.061300.036400.377.61
    Table 2.

    The coefficients and errors of temperature and strain based on SBS in different literatures.

    不同研究报道中基于SBS的温度应变系数和误差

    Xue-Jian Li, Min Cao, Min Tang, Yue-An Mi, Hong Tao, Hao Gu, Wen-Hua Ren, Wei Jian, Guo-Bin Ren. Inter-mode stimulated Brillouin scattering and simultaneous temperature and strain sensing in M-shaped few-mode fiber[J]. Acta Physica Sinica, 2020, 69(11): 114203-1
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