Journal of Applied Optics, Volume. 45, Issue 3, 644(2024)

Precision measurement method of full-cycle torsion angle based on Moiré fringe

Linghong XU, Qiukun ZHANG, Jiewen LIN, Jinlin LI, Xinting LI, and Shuncong ZHONG*
Author Affiliations
  • College of Mechanical Engineering and Automation, Fuzhou University, Fuzhou 350108, China
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    Figures & Tables(11)
    Schematic diagram of Moiré fringe formation
    Flow chart of principle for torsion angle measurement system
    Schematic diagram of Moiré fringe torsion angle measurement system
    Physical drawing of experimental apparatus
    Collected images of Moiré fringe from different angles
    Diagram of time domain and frequency domain for single-line interference signal
    Comparison of results with or without spectral correction
    Experimental measurement results
    Collected images of 10° and 170°
    • Table 1. Comparison between theoretical values and experimental values in 0.1° spacing measurement

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      Table 1. Comparison between theoretical values and experimental values in 0.1° spacing measurement

      参考值/(°)周期数测量值/(°)误差相对误差/%
      8.00016.991 18.005 70.005 70.071 0
      8.10017.196 88.098 9−0.001 1−0.013 6
      8.20017.411 08.202 30.002 30.028 0
      8.30017.627 28.306 00.006 00.072 3
      8.40017.838 68.407 80.007 80.092 9
      8.50018.049 38.509 20.009 20.108 2
      8.60018.264 08.612 60.012 60.146 5
      8.70018.479 48.716 30.016 30.187 4
      8.80018.690 38.818 00.018 00.204 5
      8.90018.901 38.919 70.019 70.221 3
      9.00019.113 29.021 90.021 90.243 3
    • Table 2. Comparison between theoretical values and experimental values in 0.01° spacing measurement

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      Table 2. Comparison between theoretical values and experimental values in 0.01° spacing measurement

      参考值/(°)周期数测量值/(°)误差/(°)相对误差/%
      9.01019.132 89.007 8−0.002 2−0.024 0
      9.02019.151 19.019 5−0.000 5−0.005 5
      9.03019.174 59.028 2−0.001 8−0.019 9
      9.04019.194 79.039 6−0.000 4−0.004 4
      9.05019.218 29.049 3−0.000 7−0.007 7
      9.06019.238 99.060 60.000 60.006 6
      9.07019.261 79.070 60.000 60.006 6
      9.08019.281 59.081 60.001 60.017 6
      9.09019.301 09.091 20.001 20.013 2
      9.10019.325 49.100 60.000 60.006 6
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    Linghong XU, Qiukun ZHANG, Jiewen LIN, Jinlin LI, Xinting LI, Shuncong ZHONG. Precision measurement method of full-cycle torsion angle based on Moiré fringe[J]. Journal of Applied Optics, 2024, 45(3): 644

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    Paper Information

    Category: Research Articles

    Received: Jan. 13, 2022

    Accepted: --

    Published Online: Jun. 2, 2024

    The Author Email: Shuncong ZHONG (钟舜聪(1976—))

    DOI:10.5768/JAO202445.0303002

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