• High Power Laser and Particle Beams
  • Vol. 34, Issue 12, 121003 (2022)
Songlin Ying1, Dan Hu2、*, and Kai Liu1
Author Affiliations
  • 1College of Electrical Engineering, Sichuan University, Chengdu 610065, China
  • 2Chengdu Institute of Product Quality Inspection, Chengdu 610199, China
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    DOI: 10.11884/HPLPB202234.220159 Cite this Article
    Songlin Ying, Dan Hu, Kai Liu. Real time phase calculation of phase shifted structured light based on one-dimensional look-up table[J]. High Power Laser and Particle Beams, 2022, 34(12): 121003 Copy Citation Text show less
    The coordinates in the first quadrant space are mapped to the coordinate axis
    Fig. 1. The coordinates in the first quadrant space are mapped to the coordinate axis
    Target of scanning object
    Fig. 2. Target of scanning object
    Influence of parameter a and parameter b on phase accuracy
    Fig. 3. Influence of parameter a and parameter b on phase accuracy
    Phase error comparison of the algorithms
    Fig. 4. Phase error comparison of the algorithms
    Target 3D reconstruction results
    Fig. 5. Target 3D reconstruction results
    methodcomparemultiplicationdivisionaddition/subtractionround
    Eq(19) in Ref [14] 37150
    Lut(8) 32251
    Lut(12) 22151
    Table 1. Calculation complexity of each algorithm
    stepEq(2)Eq(16) in Ref [14] Lut(8) Lut(12)
    N=3 speed189.92 fps585.80 fps619.84 fps754.83 fps
    improvement3.08×3.26×3.97×
    N=5 speed166.13 fps462.63 fps493.83 fps588.49 fps
    improvement2.78×2.97×3.54×
    N=16 speed50.06 fps54.08 fps57.32 fps59.02 fps
    improvement1.08×1.15×1.18×
    Table 2. Comparison of phase calculation speed of each algorithm
    methodEq(2)Eq(19) in Ref [14] Lut(8) Lut(12)
    time17.08 ns3.20 ns2.75 ns2.31 ns
    improvement5.34×6.21×7.39×
    Table 3. Calculation time of arctangent value by each algorithm
    Songlin Ying, Dan Hu, Kai Liu. Real time phase calculation of phase shifted structured light based on one-dimensional look-up table[J]. High Power Laser and Particle Beams, 2022, 34(12): 121003
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