2015
DOI: 10.1364/ao.54.005364
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Theory and algorithms of an efficient fringe analysis technology for automatic measurement applications

Abstract: Some advances in fringe analysis technology for phase computing are presented. A full scheme for phase evaluation, applicable to automatic applications, is proposed. The proposal consists of: a fringe-pattern normalization method, Fourier fringe-normalized analysis, generalized phase-shifting processing for inhomogeneous nonlinear phase shifts and spatiotemporal visibility, and a phase-unwrapping method by a rounding-least-squares approach. The theoretical principles of each algorithm are given. Numerical exam… Show more

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Cited by 35 publications
(8 citation statements)
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“…(18) - (21).The low-frequency components corresponding to four moiré fringe patterns as described in Eq. (26) - (29) are estimated through the complex encoding FT ,spectrum filtering and inverse FT,which are shown in Fig.2(c)-(f),Then the wrapped phase of the mask can determined by Eq. (30),After the phase unwrapping,the mask is restored effectively as shown in Fig.2(g).…”
Section: Experiments and Discussionmentioning
confidence: 99%
“…(18) - (21).The low-frequency components corresponding to four moiré fringe patterns as described in Eq. (26) - (29) are estimated through the complex encoding FT ,spectrum filtering and inverse FT,which are shown in Fig.2(c)-(f),Then the wrapped phase of the mask can determined by Eq. (30),After the phase unwrapping,the mask is restored effectively as shown in Fig.2(g).…”
Section: Experiments and Discussionmentioning
confidence: 99%
“…In this appendix, the corner points of the imaged rectangle where obtained manually from the image. However, the corner points can be obtained automatically using checkerboard patterns or gratings along with grid detection 18 or phase demodulation, 19 respectively.…”
Section: Discussionmentioning
confidence: 99%
“…where Re [b (x, y)] and Im [b (x, y)] respectively denote the real and imaginary parts of b (x, y). The true first-order spectrum is obtained, which is wrapped by the wrapping operator [17,18] in Eq. ( 7), namely,…”
Section: Transient Phase Retrieval Of Radial Shearing Interferencementioning
confidence: 99%