Wan-qi SHANG, Wen-xi ZHANG, Zhou WU, et al. Three-dimensional measurement system based on full-field heterodyne interferometry[J]. Optics and precision engineering, 2019, 27(10): 2097-2104.
DOI:
Wan-qi SHANG, Wen-xi ZHANG, Zhou WU, et al. Three-dimensional measurement system based on full-field heterodyne interferometry[J]. Optics and precision engineering, 2019, 27(10): 2097-2104. DOI: 10.3788/OPE.20192710.2097.
Three-dimensional measurement system based on full-field heterodyne interferometry
Three-dimensional measurement technology based on structured light is characterized by speed
non-destructive contact
and good repeatability. In contrast
although traditional projection systems are widely used in mold inspection and engineering manufacturing
they have the disadvantage of defocusing. In this study
the principle of heterodyne interferometry was applied
and heterodyne interferometric fringes replaced coding fringes in a traditional grating projection. An industrial camera was used as it can acquire full-field three-dimensional data quickly. In accordance with the calculation of system parameters
a three-dimensional measurement system based on heterodyne interferometry was designed and manufactured. A phase-to-height model was first acquired using an electric moving stage and checkboard. Then
a standard ceramic plate was measured. Experimental results show that the three-dimensional shape and height information of a measured object can be successfully recovered using the developed system. The height resolution of this system achieves 22 μm at an observation angle of 30°; furthermore
the space resolution in the field of view exceeds 58 μm. Height error in the measurement of the standard ceramic plate is 75 μm. The developed system has the characteristics of high detection speed
MA G Q, LIU L, YU ZH L, et al .. Application and development of three-dimensional profile measurement for large and complex surface[J]. Chinese Optics , 2019, 12(2): 214-228. (in Chinese)
CAO Y, SU X, XIANG L, et al .. Intensity transfer function of DMD and its application in PMP[J]. Proceedings of SPIE-The International Society for Optical Engineering , 2002, 4778(9):86-89.
HU Y S, XI J T, LI E B, et al .. Three-dimensional profilometry based on shift estimation of projected fringe patterns[J]. Applied Optics , 2006, 45(4):678-687.
GUO H W, HE H T, CHEN M Y. Gamma correction for digital fringe projection profilometry.[J]. Applied Optics , 2004, 43(14):2906-2914.
BABAIE G, ABOLBASHARI M, FARAHI F. Dynamics range enhancement in digital fringe projection technique[J]. Precision Engineering , 2015, 39:243-251.
ZHANG S, YAU S T. Generic nonsinusoidal phase error correction for three-dimensional shape measurement using a digital video projector[J]. Applied Optics , 2007, 46(1):36.
MA S, QUAN C, ZHU R, et al .. Investigation of phase error correction for digital sinusoidal phase-shifting fringe projection profilometry[J]. Optics and Lasers in Engineering , 2012, 50(8):1107-1118.
LI X Q, SU X Y, CHEN W J. Fast modulation measurement profilometry technology based on cross grating projection[J]. Acta Photonica Sinica , 2018, 47(12): 100-108. (in Chinese)
ZHU R G, ZHU R H, SONG Q, et al .. Applied research on fiber-optic interferometer projection of Fourier transform profilometry[J]. Chinese Journal of Lasers , 2013, 40(7):166-170. (in Chinese)
ZHANG CH, DUAN F J, XING M H, et al .. Fiber-optic interferometer projection of real-time fourier profilometry[J]. Acta Optica Sinica , 2011, 31(2):38-43. (in Chinese)
张超.光纤干涉条纹投射相位测量轮廓术关键技术研究[D].天津: 天津大学, 2012.
ZHANG CH. Key Techniques for Phase Profilometry Based on Fiber-Optic Interferometer [D]. Tianjin: Tianjin University, 2012. (in Chine se)
TKACZYK T, JÓŽWICKI R. Full-field heterodyne interferometer for shape measurement: experimental characteristics of the system[J]. Optical Engineering , 2003, 42(8):2391-2399.
JOZWICKI R, TKACZYK T S. Influence of optical imaging on measurements using heterodyne interferometry[J]. SPIE , 1999, 3744:136-145.
ZHU X J, DENG Y H, TANG CH, et al .. Variational mode decomposition for phase retrieval in fringe projection 3D shape measurement[J]. Opt.Precision Eng., 2016, 24(9): 2318-2324. (in Chinese)
WU ZH, ZHANG W X, XIANG L B, et al .. Effect of frequency difference deviation on full-field heterodyne measurement accuracy[J]. Acta Physica Sinica , 2018, 67(2): 62-68. (in Chinese)
DU H B, YAN J J. Demodulation of phase shift shadow Moiré fringe pattern by orthonormalzing method[J]. Acta Photonica Sinica , 2017, 46(7): 122-128. (in Chinese)
CHEN X Y, SUN F, FU L, et al .. Phase shifting fringe profilometry based portable 3D measurement system[J]. Opt.Precision Eng., 2015, 23(10suppl.): 106-112. (in Chinese)
俞宽新, 丁晓红, 庞兆广.声光原理与声光器件[M].北京:科学出版社, 2011.
YU K X, DING X H, PANG Z G. Acoustic-optic Principle and Acoustic-optics Devices [M]. Beijing:Science Press, 2011. (in Chinese)
NI ZH S, GU Y, LIU Q L, et al .. Flexible calibration method for binocular stereo vision in large field of view[J]. Opt.Precision Eng., 2017, 25(7): 1882-1889. (in Chinese)
LU J, MO R, SUN H B. Flexible calibration of phase-to-height conversion in fringe projection profilometry.[J]. Applied Optics, 2016, 55(23):6381-6388.
LI X X, ZHANG Z J, YANG C. Reconstruction method for fringe projection profilometry based on light beams[J]. Applied Optics, 2016, 55(34):9895-9906.