A method of estimating the optimum spatial modulation frequency of the radiation of 3D measurements based on phase triangulation and structured illumination is proposed. An algorithm for computing the optimal spatial frequency of an optical image created on the surface of an object which is being measured is developed. Experimental verification of the proposed method is carried out.
This is a preview of subscription content, log in via an institution to check access.
Similar content being viewed by others
References
S. V. Dvoinishnikov and V. G. Meledin, Patent 2433372 RF, “A method of contactless measurement of the linear dimensions of three-dimensional objects,” Izobret. Polezn. Modeli, No. 31 (2011).
E. S. Gesheva, I. V. Litvinov, S. I. Shtork, and S. V. Alekseenko, “Analyzing the aerodynamic structure of swirl flow in vortex burner models,” Therm. Eng., 61, No. 9, 649–657 (2014).
I. K. Kabardin, V. V. Rakhmanov, V. G. Meledin, et al., “An optical method of measuring the instantaneous field of thickness of a liquid fi lm on the basis of total internal refl ection,” Teplofi z. Aeromekh., 19, 89–95 (2012).
S. Zhang, “Recent progresses on real-time 3D shape measurement using digital fringe projection techniques,” Opt. Laser Eng., 48, No. 2, 149–158 (2010).
S. Zhang, D. Weilde, and J. Oliver, “Superfast phase-shifting method for 3D shape measurement,” Opt. Express, 18, No. 9, 9684–9689 (2010).
H. Du and Z. Wang, “Three-dimensional shape measurement with arbitrarily arranged fringe projection profi lometry system,” Opt. Lett., 32, No. 16, 2438–2440 (2007).
S. V. Dvoinishnikov, D. V. Kulikov, and V. G. Meledin, “An opto-electronic method of contactless determination of the profile of the surface of complexly shaped three-dimensional objects,” Metrologiya, No. 4, 15–27 (2010).
M. Gruber and G. Hausler, “Simple, robust and accurate phase-measuring triangulation,” Optik, 89, No. 3, 118–122 (1992).
V. I. Guzhov, “Practical elements of the process of phase measurement in interferometry,” Avtometriya, No. 5, 25–31 (1995).
V. I. Guzhov and Yu. N. Solodkin, “Analysis of the precision of the determination of the total phase difference in integral interferometers,” Avtometriya, No. 6, 24–30 (1992).
S. V. Dvoinishnikov and K. V. Shpol’vind, “A method of optical phase triangulation with expanded dynamical range of measurement,” Current Questions in Thermophysics and Physical Hydrogaseodynamics: Proc. 10th Int. Conf. Young Scientists (2012), pp. 39–45.
S. Inokuchi, K. Sato, and F. Masuda, “Range-imaging system for 3D object recognition,” Proc. 7th Int. Conf. Pattern Recognition, Montreal, Canada (1984), pp. 806–808.
T. Stahs and F. Wahl, “Fast and versatile range data acquisition,” IEEE/RSJ Int. Conf. Intelligent Robots and Systems, Raleigh, North Carolina (1992), pp.1169–1174.
E. Oppenheim, The Use of Digital Signal Processing [Russian translation], Mir, Moscow (1980).
S. V. Dvoinishnikov, V. G. Meledin, D. V. Kulikov, et al., Precision Diagnostics of the Three-Dimensional Geometry of Turbine Blades for Hydrodraulic Energy, www.science-education.ru/108-8795, accessed Oct. 8, 2014.
Author information
Authors and Affiliations
Corresponding author
Additional information
Translated from Izmeritel’naya Tekhnika, No. 5, pp. 24–27, May, 2015.
Rights and permissions
About this article
Cite this article
Dvoinishnikov, S.V., Meledin, V.G., Glavnyi, V.G. et al. Estimation of Optimal Frequency of Spatial Modulation of the Radiation of 3D Measurements. Meas Tech 58, 506–511 (2015). https://doi.org/10.1007/s11018-015-0745-8
Received:
Published:
Issue Date:
DOI: https://doi.org/10.1007/s11018-015-0745-8