• Laser & Optoelectronics Progress
  • Vol. 61, Issue 8, 0812009 (2024)
Xiantao Guo**, Lijun Yang, and Ya Kang*
Author Affiliations
  • School of Geographic and Biologics, Nanjing University of Posts and Telecommunications, Nanjing 210023, Jiangsu , China
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    DOI: 10.3788/LOP232304 Cite this Article Set citation alerts
    Xiantao Guo, Lijun Yang, Ya Kang. Multiscale Deformation Monitoring Based on Terrestrial 3D Laser Scanning Technology[J]. Laser & Optoelectronics Progress, 2024, 61(8): 0812009 Copy Citation Text show less
    Deformation monitoring type. (a) Traditional discrete point deformation monitoring; (b) deformation heterogeneous monitoring using point cloud
    Fig. 1. Deformation monitoring type. (a) Traditional discrete point deformation monitoring; (b) deformation heterogeneous monitoring using point cloud
    Corresponding blocks. (a) Block in Ⅰ epoch; (b) block in Ⅱ epoch
    Fig. 2. Corresponding blocks. (a) Block in Ⅰ epoch; (b) block in Ⅱ epoch
    Deformation object with u sub-regions
    Fig. 3. Deformation object with u sub-regions
    R-tree structure and spatial index
    Fig. 4. R-tree structure and spatial index
    Vertical deformation of blocks. (a) Baseline near-quasi-attitude; (b) block deformation estimation
    Fig. 5. Vertical deformation of blocks. (a) Baseline near-quasi-attitude; (b) block deformation estimation
    Angle representation for blocks
    Fig. 6. Angle representation for blocks
    Deformation merge process with label. (a) Block deformation degree; (b) merger deformation; (c) deformation graph generation
    Fig. 7. Deformation merge process with label. (a) Block deformation degree; (b) merger deformation; (c) deformation graph generation
    Simulated subsidence point clouds of epoch I and II. (a) 3D point cloud; (b) 2D projection
    Fig. 8. Simulated subsidence point clouds of epoch I and II. (a) 3D point cloud; (b) 2D projection
    Error estimation under different noise levels (σ) and block sizes (D)
    Fig. 9. Error estimation under different noise levels (σ) and block sizes (D)
    Landslide case
    Fig. 10. Landslide case
    Deformation graph of landslide. (a) Deformation graph; (b) deformation distribution
    Fig. 11. Deformation graph of landslide. (a) Deformation graph; (b) deformation distribution
    Deformation distribution of different block sizes
    Fig. 12. Deformation distribution of different block sizes
    Deformation estimation by different methods. (a) Deformation graph by median method; (b) deformation distribution by median method; (c) deformation graph by maximum method; (d) deformation distribution by maximum method; (e) deformation graph by mean method; (f) deformation distribution by mean method
    Fig. 13. Deformation estimation by different methods. (a) Deformation graph by median method; (b) deformation distribution by median method; (c) deformation graph by maximum method; (d) deformation distribution by maximum method; (e) deformation graph by mean method; (f) deformation distribution by mean method
    CID1Ⅰ epochⅡ epochδ̂ /(°)δ /(°)Δδ /(°)
    nPnxnynznPnxnynz
    140-0.3901-0.00020.9195100-0.2602-0.00010.95997.97547.91130.0640
    7100-0.38920.00030.9197100-0.26030.00030.95997.90917.9113-0.0023
    39100-0.38950.00010.9198300.26040.0001-0.95937.97407.91130.0626
    91450.00001-0.90000.0000290.00001-0.90000.000020.000017.9113reject
    1751800.38920.0002-0.9200100-0.2606-0.00010.95927.90557.9113-0.0059
    1125920-0.38960.00060.9192700.5061-0.0002-0.85996.97127.0889-0.1174
    1289660.0000-1.0000.000090.0000-1.00000.00000.00007.0889reject
    114594100-0.3895-0.00060.919320-0.5062-0.00070.85917.05287.0889-0.0358
    Table 1. Results of meta-deformation estimation for some blocks
    Xiantao Guo, Lijun Yang, Ya Kang. Multiscale Deformation Monitoring Based on Terrestrial 3D Laser Scanning Technology[J]. Laser & Optoelectronics Progress, 2024, 61(8): 0812009
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