Acta Optica Sinica, Volume. 43, Issue 7, 0712003(2023)

Three-Dimensional Shape Measurement by Arbitrary-Bit Fringe Projection Using DLP Projector

Xunren Li, Wenbo Guo, Qican Zhang*, Zhoujie Wu**, Zhengdong Chen, Haoran Wang, and Zhaosheng Chen
Author Affiliations
  • College of Electronics and Information Engineering, Sichuan University, Chengdu 610065, Sichuan, China
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    Figures & Tables(14)
    Schematic of measurement principle of typical 3D shape measurement system
    Projected pattern number of different temporal phase unwrapping methods
    Generating process of different bit number fringe patterns. (a) Flow chart; (b) examples of generating 6 bit fringe patterns (i=6, N=3, n=1, T=912 pixel); (c) examples of bitwise extraction
    Projection and shooting process of 6 bit fringe patterns. (a)~(f) Projected 1 bit patterns from lowest to highest order; (g) captured integral fringe pattern by rapidly projecting six patterns on plane; (h) profile distribution of 230th row of Fig. 4(g)
    Operational parameter of fringe projection measurement system
    Accuracy analysis of measurement results of standard gauges. (a) Tested scene consisting of standard gauges; (b) one deformed fringe pattern; (c) reconstructed result with 8 bit projected fringe; (d) reconstructed result with 6 bit projected fringe
    Comparison of 3D reconstruction results of a plaster model using two projected fringe patterns with two different bit numbers. (a) Plaster model; (b) one deformed fringe pattern of 8 bit projected fringe; (c) one deformed fringe pattern of 6 bit projected fringe; (d) reconstruction result and partial enlarged view of 8 bit projected fringe; (e) reconstruction result and partial enlarged view of 6 bit projected fringe
    Comparative experiment of 3D reconstruction with different fringes in a statue with high noise. (a)-(c) 6 bit high, medium, and low frequency deformation fringe patterns; (d) 8 bit reconstruction phase of two-frequency (fl=1, fh=8); (e) overall phase error distribution diagram of Fig. 8(d); (f) profile distribution of 673rd row of Fig. 8(d); (g) 8 bit reconstruction phase of two-frequency(fl=1, fh=64); (h) overall phase error distribution diagram of Fig. 8(g); (i) profile distribution of 673rd row of Fig. 8(g); (j) 6 bit reconstruction phase of three-frequency (fl=1, fm=8, fh=64); (k) overall phase error distribution diagram of Fig. 8(j); (l) profile distribution of 673rd row of Fig. 8(j)
    3D reconstruction results and phase error rate using 8 bit and 6 bit projected fringes at different positions and rotation speeds
    3D reconstruction results and error rate analysis of 8 bit and 6 bit projected fringes at different rotating speeds
    3D reconstruction results using 6 bit in-focus projection and 1 bit binary defocusing projection at different depth positions
    3D reconstruction results of projected fringe with different bits. (a) 8 bit; (b) 6 bit; (c) 4 bit
    Summary of performance and suitable application scenes for fringe projection with three kinds of bits
    • Table 1. Phase error of three-step phase-shifting measurement for different frequency fringes of 8 bit and 6 bit

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      Table 1. Phase error of three-step phase-shifting measurement for different frequency fringes of 8 bit and 6 bit

      Fringef=1f=8f=32f=64
      Mean error /radSTD /radMean error /radSTD /radMean error /radSTD /radMean error /radSTD /rad

      8 bit

      6 bit

      0.0085

      0.0092

      0.0008

      0.0009

      0.0086

      0.0093

      0.0007

      0.0011

      0.0092

      0.0107

      0.0006

      0.0013

      0.0105

      0.0143

      0.0007

      0.0011

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    Xunren Li, Wenbo Guo, Qican Zhang, Zhoujie Wu, Zhengdong Chen, Haoran Wang, Zhaosheng Chen. Three-Dimensional Shape Measurement by Arbitrary-Bit Fringe Projection Using DLP Projector[J]. Acta Optica Sinica, 2023, 43(7): 0712003

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    Paper Information

    Category: Instrumentation, Measurement and Metrology

    Received: Sep. 7, 2022

    Accepted: Nov. 8, 2022

    Published Online: Apr. 6, 2023

    The Author Email: Zhang Qican (zqc@scu.edu.cn), Wu Zhoujie (zhoujiewu@scu.edu.cn)

    DOI:10.3788/AOS221690

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