Chinese Optics, Volume. 18, Issue 2, 274(2025)

Multi-line laser 3D reconstruction based on geometric estimation optimization

Hui-ming HUANG, Gui-hua LIU*, Lei DENG, Tao SONG, and Fu-ping QIN
Author Affiliations
  • Southwest University of Science and Technology, School of Information Engineering, Mianyang 621000, china
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    Figures & Tables(19)
    Schematic diagram of two-channel laser and cross-seven-line laser
    Multi-line laser surface structure diagram. (a) Cross-seven-line model diagram; (b) curves of laser projection; (c) surface structure diagram of a single laser
    The laser lines projected on the calibration plate and numbered
    Intersection diagram of multi-line laser surface and calibration plane. (a) The intersection of the multi-line laser spatial quadratic surface with the calibration plate. (b) The intersection of a single laser quadratic surface with multiple positions
    Polar constraint diagram
    Schematic diagram of polar line matching
    Schematic diagram of geometric distance error of polar lines
    Handheld multi-line laser hardware
    Reflective calibration plate
    Calibration and acquisition of multi-line laser surface equation
    Extraction and classification of multi-line laser center
    Laser point matching and back-projection
    Comparison of point cloud effect before and after optimization based on geometric estimation. (a) Left and right multi-line laser extraction effect and box selection area; (b) the point cloud effect of box selection area before optimization; (c) geometrically estimated point cloud effect after optimization; (d) and (e) overall point cloud reconstruction effect after geometric estimation optimization
    Reconstruction result of standard ball.(a) Standard ball physical object; (b) point cloud effect of original match reconstruction; (c) geometrically estimated point cloud effect after optimization
    Comparison of 3D reconstruction results. (a) Test object; point cloud effects (b) before and (c) after optimization
    • Table 1. Parameters of the handheld multi-line laser hardware

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      Table 1. Parameters of the handheld multi-line laser hardware

      多线激光相机
      波长(nm)450分辨率1280×1024
      交叉角度120焦距12 mm
      通道数2角度120
      投射范围300~400 mm
      投诉距离400 mm
    • Table 2. Parameters of quadric surface by laser lines fitting

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      Table 2. Parameters of quadric surface by laser lines fitting

      $ f(x,y) = {a_0}{x^2} + {a_1}{y^2} + {a_2}xy + {a_3}x + {a_4}y + {a_5} $
      序号a0a1a2a3a4a5
      1−0.04355−0.17652−0.16847−4532.34−846.793523.5824
      21.1044945.582004.95249−323.814−730.0082189.0322
      30.0188820.102880.08628−9.97831−23.65561133.3425
      4−0.00124−0.01061−0.00690−3.25750−8.05648502.28098
      5−0.00003−0.002790.000062−2.12223−5.61680332.88023
      60.0004870.001000.003433−1.36085−4.00520251.74369
      70.000148−0.000150.002501−0.96619−3.22864200.97273
    • Table 3. The distance from image points to epipolars

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      Table 3. The distance from image points to epipolars

      初始匹配点优化后点极线距离/像素
      优化前优化后
      [433.768 ,200.620][429.553 ,226.722][432.983 ,200.125][428.876 ,226.360]0.280.064
      [477.079,411.815][464.988,426.827][476.825,411.129][464.167,426.114]0.410.055
      [434.472,201.047][430.743,227.391][434.018,200.538][430.003,226.994]0.370.089
      [477.767,412.273][465.754,427.245][477.380,411.992][465.104,426.833]0.280.051
      [733.345,200.354] [687.059,204.529][732.914,200.019] [686.653,204.178]0.320.0643
    • Table 4. The center distance and error before and after optimization by the proposed algorithm

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      Table 4. The center distance and error before and after optimization by the proposed algorithm

      序号优化前标准球心距离/mm优化后标准球心距离/mm
      160.245560.0234
      260.257060.0229
      360.308460.0301
      460.312360.0214
      560.401560.0325
      平均误差0.30290.0241
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    Hui-ming HUANG, Gui-hua LIU, Lei DENG, Tao SONG, Fu-ping QIN. Multi-line laser 3D reconstruction based on geometric estimation optimization[J]. Chinese Optics, 2025, 18(2): 274

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    Paper Information

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    Received: Oct. 8, 2024

    Accepted: Nov. 22, 2024

    Published Online: May. 19, 2025

    The Author Email:

    DOI:10.37188/CO.2024-0184

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