Laser & Optoelectronics Progress, Volume. 58, Issue 8, 0810024(2021)
Robust High-Precision Phase Solution Method Based on Two-Step Phase-Shifting Method with Arbitrary Step Length
Fig. 1. Flow chart of variable grouping optimization
Fig. 2. Phase error varying with used period
Fig. 3. Simulation results of two-step phase-shifting method. (a) Environmental light intensity distribution; (b) surface reflectance; (c) height distribution; (d) fringe line image
Fig. 4. Error of different phase solution methods. (a) Method only considering ideal light source; (b) graphical method; (c) method of direct iterative optimization; (d) method of this paper
Fig. 5. Results of verification experiment. (a) Accurate value distribution of wrapping phase; (b) solution value of method in Ref. [15] when phase shift step is π/2; (c) solution value of method in Ref. [11] when phase shift step is π; (d) solution value of method in Ref. [14] when phase shift step is 3π/2; (e)-(g) solution values of proposed method when phase shift steps are π/2,π, and 3π/2, respectively; (h) distribution of phase precise value in first row of image; (i)-(k) solution errors in first row of image when phase shift steps are π/2, π, and 3π/2, respectively
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Zhuoyi Yin, Cong Liu, Lizhao Lai, Xiaoyuan He, Xiaopeng Liu, Zhihong Xu. Robust High-Precision Phase Solution Method Based on Two-Step Phase-Shifting Method with Arbitrary Step Length[J]. Laser & Optoelectronics Progress, 2021, 58(8): 0810024
Category: Image Processing
Received: Oct. 10, 2020
Accepted: Dec. 2, 2020
Published Online: Apr. 16, 2021
The Author Email: Liu Cong (LiuC@njust.edu.cn)