Chinese Journal of Lasers, Volume. 47, Issue 1, 0104003(2020)

Laser Triangulation Method for Glass Thickness by Automatically Adapting to Displacement Change

Kaimei Liu, Wei Tao, Xiao Chen, Zhi Li, and Hui Zhao*
Author Affiliations
  • Department of Instrument Science and Engineering, School of Electronic Information and Electric Engineering,Shanghai Jiao Tong University, Shanghai 200240, China
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    Figures & Tables(15)
    Principle of glass-thickness measurement based on laser triangulation
    Schematic of glass-thickness measurement when glass position changes
    Overall structure of measurement system
    Schematic of optical system simulation by ZEMAX
    Schematic of ZEMAX simulation of imaging waveform on CMOS
    Experimental system for glass-thickness measurement
    CMOS waveforms in actual measurement when glass is at different positions. (a) Proximal; (b) close to standard position; (c) distal
    Spot spacing on CMOS as a function of glass thickness when glass is at different positions
    Spot spacing on CMOS as a function of glass displacement when glasses with different thicknesses are measured
    Comparison of thickness measurement error for 3.018-mm-thick glass
    Comparison of thickness measurement error for 4.389-mm-thick glass
    Schematic of thickness measurement when glass is tilted
    • Table 1. Thicknesses of glass used for calibration

      View table

      Table 1. Thicknesses of glass used for calibration

      Number of glass1234
      Thickness /mm1.1001.8503.3185.822
    • Table 2. Data of thickness measurement for 3.018-mm-thick glass at different positions

      View table

      Table 2. Data of thickness measurement for 3.018-mm-thick glass at different positions

      Displacement ofglass /mmDistance betweenspots /pixelMeasurementresult /mmMeasurementerror /mmAbsoluteerror /mRelativeerror /%
      40.0000331.66723.0060.0120.0120.38
      40.4212310.32073.030-0.0120.0120.39
      40.8117291.60103.033-0.0150.0150.48
      41.2035274.49233.030-0.0120.0120.39
      41.6443257.74993.028-0.0100.0100.33
      42.0509243.64913.021-0.0030.0030.11
      42.4594231.39223.021-0.0030.0030.10
      42.8529220.38133.0150.0030.0030.11
      43.2557210.17543.0070.0110.0110.37
      43.6527202.64943.023-0.0050.0050.17
      44.0747194.18613.022-0.0040.0040.14
    • Table 3. Data of thickness measurement for 4.389-mm-thick glass at different positions

      View table

      Table 3. Data of thickness measurement for 4.389-mm-thick glass at different positions

      Displacement ofglass /mmDistance betweenspots /pixelMeasurementresult /mmMeasurementerror /mmAbsoluteerror /mmRelativeerror /%
      40.2224435.7174.3840.0050.0050.16
      40.6425408.53864.403-0.0140.0140.47
      41.0540384.23684.397-0.0080.0080.27
      41.4802361.40384.3830.0060.0060.20
      41.8618344.52014.3890.0000.0000.01
      42.2498328.01314.3790.0100.0100.33
      42.6555313.02574.3800.0090.0090.30
      43.0428300.08134.3830.0060.0060.19
      43.4139289.06684.3850.0040.0040.12
      43.6162283.98524.397-0.0080.0080.26
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    Kaimei Liu, Wei Tao, Xiao Chen, Zhi Li, Hui Zhao. Laser Triangulation Method for Glass Thickness by Automatically Adapting to Displacement Change[J]. Chinese Journal of Lasers, 2020, 47(1): 0104003

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    Paper Information

    Category: measurement and metrology

    Received: Jun. 25, 2019

    Accepted: Sep. 26, 2019

    Published Online: Jan. 9, 2020

    The Author Email: Hui Zhao (huizhao@sjtu.edu.cn)

    DOI:10.3788/CJL202047.0104003

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