Laser & Optoelectronics Progress, Volume. 59, Issue 16, 1628006(2022)

Prediction and Compensation of Point Cloud Data Error in Line Laser Measurement

Shixiang Deng1, Lü Yanming1,2、*, Kang Wang1, Kaixin Guo1, and Yin Zhang1
Author Affiliations
  • 1School of Mechanical Engineering, Jiangnan University, Wuxi 214122, Jiangsu , China
  • 2Jiangsu Provincial Key Laboratory of Advanced Food Manufacturing Equipment Technology, School of Mechanical Engineering, Jiangnan University, Wuxi 214122, Jiangsu , China
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    Figures & Tables(20)
    line laser on-machine measurement experimental platform
    Schematic diagram of incidence angle detection device
    Change value of incident angle error under standard reference distance of line laser sensor
    Measurement error fitting diagram under different scanning positions and measurement results
    Error results of RBF neural network training process
    Comparison between predicted value and real value of data based on RBF neural network
    Specific deviation diagram of predicted value and real value based on RBF neural network
    Comparison between predicted value and real value based on SVR data
    Specific deviation chart based on SVR predicted value and real value
    Schematic diagram of line laser complex surface measurement
    Schematic diagram of measurement of value points of laser aviation blade profile
    On site measurement of aeroengine blades
    Registration results and iterative change chart before ICP algorithm profile data compensation. (a) Registration results before profile data compensation; (b) change chart of RMS value with ICP iterations
    Registration results and iterative change chart after ICP algorithm profile data compensation. (a) Registration results after profile data compensation; (b) change chart of RMS value with ICP iterations
    • Table 1. Change of mean square error during RBF neural network training

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      Table 1. Change of mean square error during RBF neural network training

      NEWRB,neuronsMSE
      00.066938700
      40.002693020
      80.000312165
      120.000240473
      160.000238059
      200.000201481
      240.000160629
      280.000141652
      320.000123842
      360.000119751
      400.000116904
      440.000115682
      480.000114716
      520.000113483
      560.000112347
      600.000109987
      640.000109732
      680.000109956
      720.000104075
    • Table 2. Relative error between predicted value and actual value based on RBF neural network

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      Table 2. Relative error between predicted value and actual value based on RBF neural network

      NO.Actual value /mmPredictive value /mmRelative error
      10.07200.07800.08410
      20.08730.10450.04482
      30.11400.13060.14512
      40.09390.09230.01686
      50.08950.09090.01577
    • Table 3. Relative error between predicted value and actual value based on SVR

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      Table 3. Relative error between predicted value and actual value based on SVR

      No.Actual value /mmPredictive value /mmRelative error
      10.07200.07470.03846
      20.08730.09810.02837
      30.11400.11260.01220
      40.09390.09490.01028
      50.08950.09030.00873
    • Table 4. Prediction effect comparison of two kinds of inclination error prediction models

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      Table 4. Prediction effect comparison of two kinds of inclination error prediction models

      No.Actual value /mmRBF neural networkSVR
      Predictive value /mmMaximum error /mmRelative errorPredictive value /mmMaximum error /mmRelative error
      10.07200.07800.01650.084100.07470.00280.03846
      20.08730.10450.044820.09810.02837
      30.11400.13060.145120.11260.01220
      40.09390.09230.016860.09490.01028
      50.08950.09090.015770.09030.00873
    • Table 5. Comparison of prediction relative errors of two kinds of inclination error prediction models

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      Table 5. Comparison of prediction relative errors of two kinds of inclination error prediction models

      Error /%RBF neural networkSVR
      Average error6.13341.9609
      Maximum relative error14.51153.8463
    • Table 6. Incidence angle compensation of line laser aviation blade

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      Table 6. Incidence angle compensation of line laser aviation blade

      Serial No.Laser reading /mmMeasuring distance /mmCoordinate converted value /mmΔd /mmΔx /mmInclination /(°)Compen-sation value /mmCorrection value /mm
      1-0.517720.517725.42250.00160.018.85160.009825.4127
      2-0.466120.466125.47410.00320.0117.93270.015325.4588
      30.032219.967825.47240.00380.0121.00910.016325.4561
      41.519418.480625.45960.00060.013.16280.008125.4515
      51.504418.495625.44460.00100.015.78210.011625.4330
      752.214317.7857-15.84550.00150.018.48670.0183-15.8539
      762.008517.9915-16.05130.00060.013.51240.0099-16.0588
      771.828518.1715-16.23130.00150.018.61170.0167-16.2542
      781.788318.2117-16.27150.00230.0113.14160.0584-16.2927
      791.373418.6266-16.68640.00270.0115.33260.0199-16.6978
      174-0.299820.2998-18.35960.00690.0134.71260.0296-18.3892
      175-0.311820.3118-18.37160.00650.0132.86510.0271-18.3987
      176-0.331120.3311-18.39090.00380.0120.65130.0165-18.4074
      177-0.335920.3359-18.39570.00270.0115.01720.0133-18.4090
      178-0.326920.3269-18.38670.00200.0111.41230.0023-18.3890
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    Shixiang Deng, Lü Yanming, Kang Wang, Kaixin Guo, Yin Zhang. Prediction and Compensation of Point Cloud Data Error in Line Laser Measurement[J]. Laser & Optoelectronics Progress, 2022, 59(16): 1628006

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    Paper Information

    Category: Remote Sensing and Sensors

    Received: May. 10, 2021

    Accepted: Jul. 20, 2021

    Published Online: Jul. 22, 2022

    The Author Email: Yanming Lü (dsx654523115@126.com)

    DOI:10.3788/LOP202259.1628006

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