Opto-Electronic Engineering, Volume. 52, Issue 6, 250070(2025)

Research on the method of measuring bridge deflection based on quasi distributed fiber Bragg grating strain measurement

Jiaqi Gu, Jiasheng Zou, and Shizhu Tian*
Author Affiliations
  • Suzhou University of Science and Technology, Suzhou, Jiangsu 215009, China
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    Figures & Tables(13)
    Fiber Bragg grating strain sensor encapsulated in stainless steel tube. (a) Basic structure; (b) Physical image of sensor
    Comparison between long gauge FBG and strain gauge
    Four point symmetrical loading of simply supported box girder. (a) Four point symmetrical loading diagram; (b) Section dimensions and layout of measuring points for steel box girders
    Finite element simulation load deformation of steel box beam
    Four point symmetrical loading of simply supported box girder. (a) Four point symmetrical loading comparison; (b) Four point symmetrical loading error
    Deflection measurement experiment of simply supported box girder
    Loading and sensor layout of simply supported box girder
    Response of steel box girder under different levels of loading at mid span. (a) Strain response; (b) Deflection inversion
    Comparison of displacement monitoring results and theoretical values under different grades of loads
    The variation of measured mid span deflection and mid span strain with load level. (a) Measured displacement using a mid span dial gauge; (b) Measured strain of mid span unit
    Measured mid-span deflection and mid-span strain vary with load level. (a) Displacement of loading point 1 under different loads;(b) Displacement of loading point 2 under different loads; (c) Displacement of loading point 3 under different loads
    • Table 1. Comparison of errors between actual and monitoring values

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      Table 1. Comparison of errors between actual and monitoring values

      Position/mActual/mmTheory/mmRelative error/%
      0000
      0.1−0.479−0.4953.34
      0.2−0.952−0.9833.25
      0.3−1.403−1.3583.21
      0.4−1.821−1.7633.18
      0.5−2.195−2.1263.14
      0.6−2.516−2.4393.06
      0.7−2.776−2.7042.59
      0.8−2.969−2.8972.42
      0.9−3.094−3.0262.20
      1.0−3.136−3.0692.14
      1.1−3.113−3.0282.37
      1.2−3.010−2.9252.82
      1.3−2.834−2.7512.92
      1.4−2.587−2.5102.98
      1.5−2.274−2.2033.12
      1.6−1.902−1.8423.15
      1.7−1.479−1.4323.17
      1.8−1.013−0.9803.25
      1.9−0.516−0.4993.29
      2.0000
    • Table 2. Comparison of errors between theoretical and monitoring values

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      Table 2. Comparison of errors between theoretical and monitoring values

      Load levelUnidirection loadingLongitudinal displacement
      Load point 1MidspanLoad point 2
      Level 1 (60 kg)Theory/mm−1.406−1.748−1.427
      Actual/mm−1.376−1.715−1.393
      Relative error/%2.181.922.44
      Level 2 (80 kg)Theory/mm−1.895−2.351−1.918
      Actual/mm−1.785−2.266−1.760
      Relative error/%6.163.618.97
      Level 3 (100 kg)Theory/mm−2.358−2.941−2.407
      Actual/mm−2.276−2.848−2.292
      Relative error/%3.603.265.01
      Level 4 (120 kg)Theory/mm−2.807−3.500−2.857
      Actual/mm−2.689−3.379−2.697
      Relative error/%4.383.585.93
      Level 5 (140 kg)Theory/mm−3.136−3.880−3.172
      Actual/mm−3.025−3.755−3.056
      Relative error/%3.663.343.79
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    Jiaqi Gu, Jiasheng Zou, Shizhu Tian. Research on the method of measuring bridge deflection based on quasi distributed fiber Bragg grating strain measurement[J]. Opto-Electronic Engineering, 2025, 52(6): 250070

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    Paper Information

    Category: Article

    Received: Mar. 7, 2025

    Accepted: Apr. 25, 2025

    Published Online: Sep. 3, 2025

    The Author Email: Shizhu Tian (田石柱)

    DOI:10.12086/oee.2025.250070

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