• Laser & Optoelectronics Progress
  • Vol. 57, Issue 2, 21503 (2020)
Tao Sijie, Bai Ruilin*, and Wang Changlong
Author Affiliations
  • Key Laboratory of Advanced Process Control for Light Industry (Ministry of Education), School of Internet of Things Engineering, Jiangnan University, Wuxi, Jiangsu 214122, China
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    DOI: 10.3788/LOP57.021503 Cite this Article Set citation alerts
    Tao Sijie, Bai Ruilin, Wang Changlong. Correction Method of Shadow-Area Phase Noise Based on Improved Monotone Method[J]. Laser & Optoelectronics Progress, 2020, 57(2): 21503 Copy Citation Text show less
    Phase unwrapping
    Fig. 1. Phase unwrapping
    Field of view of camera
    Fig. 2. Field of view of camera
    Phase unwrapping result of workpieces (left camera). (a) Grating stripe; (b) phase unwrapping
    Fig. 3. Phase unwrapping result of workpieces (left camera). (a) Grating stripe; (b) phase unwrapping
    Absolute phase values of the 315th line. (a) Phase value before correction; (b) phase value after correction
    Fig. 4. Absolute phase values of the 315th line. (a) Phase value before correction; (b) phase value after correction
    System construction and data collection. (a) Structured light measurement system; (b) grating stripe
    Fig. 5. System construction and data collection. (a) Structured light measurement system; (b) grating stripe
    Full-field continuous absolute phase at frequency of 1/64 (left camera). (a) Absolute phase before correction; (b) absolute phase corrected by monotonic method; (c) absolute phase corrected by proposed method; (d) absolute phaseheight before correction; (e) absolute phase height corrected by monotonic method; (f) absolute phase height corrected by proposed method
    Fig. 6. Full-field continuous absolute phase at frequency of 1/64 (left camera). (a) Absolute phase before correction; (b) absolute phase corrected by monotonic method; (c) absolute phase corrected by proposed method; (d) absolute phaseheight before correction; (e) absolute phase height corrected by monotonic method; (f) absolute phase height corrected by proposed method
    Three-dimensional point cloud andtriangular plate model of five kinds of workpieces. (a) Grating projection; (b) absolute phase height before correction (left camera); (c) absolute phase height corrected by proposed method; (d) three-dimensional point cloud; (e) triangular plate model
    Fig. 7. Three-dimensional point cloud andtriangular plate model of five kinds of workpieces. (a) Grating projection; (b) absolute phase height before correction (left camera); (c) absolute phase height corrected by proposed method; (d) three-dimensional point cloud; (e) triangular plate model
    SampleStandard deviation ofmonotonic method /mmStandard deviation ofproposed method /mmRelative deviation /%
    Wooden cylinder0.24650.097860.32
    Cuboid block0.07990.025068.71
    Metal cylinder0.17680.107039.48
    Plastic bottle0.16150.094441.55
    Stacked cylinder0.85520.403052.88
    Table 1. Standard deviation of triangular plate model of five kinds of workpieces
    Index1st measure2nd measure3rd measure4th measure5th measure
    MeasuredMonotonic method59.842660.084159.894459.813960.1214
    heightProposed method59.965559.988259.930460.011359.9756
    DifferenceMonotonic method0.2174-0.02410.16560.2461-0.0614
    of heightProposed method0.09450.07180.12960.04870.0848
    MeasuredMonotonic method29.076829.165629.327729.131729.3213
    diameterProposed method29.115629.262029.275329.237729.1275
    DifferenceMonotonic method0.12320.0344-0.12770.0683-0.1213
    of diameterProposed method0.0844-0.062-0.0753-0.03770.0725
    Table 2. Fitting results of diameter and height of cylindrical workpiecemm
    Tao Sijie, Bai Ruilin, Wang Changlong. Correction Method of Shadow-Area Phase Noise Based on Improved Monotone Method[J]. Laser & Optoelectronics Progress, 2020, 57(2): 21503
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