Acta Optica Sinica, Volume. 38, Issue 4, 0412005(2018)
Inverse Error Compensation Method for Improvement of Phase Recovery Accuracy of Multi-Frequency Fringe Projection
Fig. 1. Compensation result diagram of phase error. (a) Inverse error compensation method; (b) comparison of different error compensation methods
Fig. 2. Phase error distribution before and after phase shifting. (a) 3-step phase shifting; (b) 4-step phase shifting
Fig. 3. Absolute phase recovery of the standard plane. (a) Before compensation; (b) after compensation
Fig. 4. Absolute phase recovery of plaster statue. (a) Original plaster image; (b) principal phase map; (c) without phase compensation; (d) absolute phase recovery with active phase error compensation method at Vgamma=1.712; (e) phase compensation with proposed method
Fig. 5. Phase recovery of cup surface with proposed method. (a)~(d) Fringe projection map of zero initial phase and 3-step phase shifting with fringe frequencies of 1, 4, 16 and 64 respectively; (e) fringe projection map of π/3 initial phase with fringe frequency of 64; (f)~(j) principal phase map of (a)~(e) respectively; (k)~(l) absolute unwrapped phase of frequencies of 4 and 16; (m) principal phase map of frequency of 64 with nonlinear error correction; (n) high resolution absolute unwrapped phase ma
Fig. 6. Phase recovery result diagram. (a) Without phase compensation; (b) phase compensation with proposed method
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Cuili Mao, Rongsheng Lu. Inverse Error Compensation Method for Improvement of Phase Recovery Accuracy of Multi-Frequency Fringe Projection[J]. Acta Optica Sinica, 2018, 38(4): 0412005
Category: Instrumentation, Measurement and Metrology
Received: Aug. 11, 2017
Accepted: --
Published Online: Jul. 10, 2018
The Author Email: Lu Rongsheng (rslu@hfut.edu.cn)