Opto-Electronic Engineering, Volume. 52, Issue 7, 250031(2025)

Multi-target real-time coordinate measurement method based on range angle fusion in a single station system

Xinghui Cui1, Dongpo Lai1, Leilei Diao2, and Jiarui Lin1、*
Author Affiliations
  • 1National Key Laboratory of Precision Testing Techniques and Instrument, Tianjin University, Tianjin 300072, China
  • 2Jiangnan Shipyard (Group) Co., Ltd., Shanghai 201913, China
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    Figures & Tables(22)
    Measuring principle of rotating laser scanning measuring system
    Principle of DS-TWR method
    Single-station measurement system measurement model
    Schematic diagram of the cooperative target structure and assembly. (a) Cooperative target structure; (b) UWB tag installed on the cooperative target; (c) Target ball installed on the cooperative target
    Analysis of center offset error
    Stability testing experimental setup
    Distance measurement standard deviation
    Distance measurement error
    Accuracy simulation results of single-station measurement system
    Impact of eccentricity error on measurement results. (a) Coordinate error values with and without eccentricity error; (b) Difference between two measurement results with and without eccentricity error
    Emission station of single-station measurement system
    Schematic diagram of high-precision 3D coordinate control field
    Measurement scene of single-station measurement system
    Comparison diagram of distance measurement errors before and after correction
    Coordinate error diagram. (a) x coordinate error; (b) y coordinate error; (c) z coordinate error
    Point position error diagram
    • Table 1. High-precision 3D coordinate control field coordinates

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      Table 1. High-precision 3D coordinate control field coordinates

      IndexX/mmY/mmZ/mmIndexX/mmY/mmZ/mm
      119.38−6154.53760.029−3093.84−7003.671315.33
      210.68−6162.07138.6410−3125.28−7000.95827.48
      3−255.62−6030.10539.2711−3960.26−6733.92831.82
      4−257.67−6033.18287.1912−3967.50−6738.47315.54
      5−1387.25−7554.95718.3313−3970.97−6743.94−104.61
      6−1384.07−7564.87184.3214−4809.35−6457.791296.82
      7−2237.55−7275.611335.5515−4813.61−6462.05891.97
      8−2241.00−7280.42864.2716−4814.15−6471.09289.05
    • Table 2. Measured scanning angles of optical plane in control field calibration

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      Table 2. Measured scanning angles of optical plane in control field calibration

      IndexScanning angle of plane 1/radScanning angle of plane 2/radIndexScanning angle of plane 1/radScanning angle of plane 2/rad
      14.556.2294.830.30
      24.626.14104.880.26
      34.616.23114.970.35
      44.646.20125.030.30
      54.700.06135.070.26
      64.760.00145.010.48
      74.730.12155.050.44
      84.780.16165.120.39
    • Table 3. X axis coordinate error

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      Table 3. X axis coordinate error

      X coordinate errorMean/ mmMaximum/ mmMinimum/ mmStandard deviation/mm
      Laser tracker0.9926.67−36.3721.14
      Before compensation61.1590.7713.1624.73
      After compensation4.7934.02−43.6125.03
    • Table 4. Y axis coordinate error

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      Table 4. Y axis coordinate error

      Y coordinate errorMean/ mmMaximum/ mmMinimum/ mmStandard deviation/mm
      Laser tracker0.9520.20−27.4015.77
      Before compensation−75.00−30.79−111.3918.77
      After compensation−3.8640.88−40.5419.08
    • Table 5. Z axis coordinate error

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      Table 5. Z axis coordinate error

      Z coordinate errorMean/ mmMaximum/ mmMinimum/ mmStandard deviation/mm
      Laser tracker2.996.120.952.00
      Before compensation10.2415.823.953.43
      After compensation3.647.590.562.13
    • Table 6. Point position error

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      Table 6. Point position error

      Point errorMean/ mmMaximum/ mmMinimum/ mmStandard deviation/mm
      Laser tracker24.2545.9410.929.31
      Before compensation100.84129.7573.4515.24
      After compensation29.9447.6414.049.83
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    Xinghui Cui, Dongpo Lai, Leilei Diao, Jiarui Lin. Multi-target real-time coordinate measurement method based on range angle fusion in a single station system[J]. Opto-Electronic Engineering, 2025, 52(7): 250031

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    Paper Information

    Category: Article

    Received: Feb. 13, 2025

    Accepted: May. 28, 2025

    Published Online: Sep. 4, 2025

    The Author Email: Jiarui Lin (林嘉睿)

    DOI:10.12086/oee.2025.250031

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