Selected papers on Moire Technique

  • [1] J. B. Allen and D. M. Meadows.Removal of unwanted patterns from moiré contour maps by gridtranslation techniques.App. Opt., 10(1):210-212, January 1971.
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  • [2] J. Alonso, T. Morlanes, and E. Bernabeu.Moire signal distortion caused by phase and amplitude nonuniformitiesof light beams.Optics Letters, 17(4):305-307, February 1992.
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  • [3] R. Amezquita, W. J. Sarmiento, and E. Romero.Development of an automatic algorithm for scoliosis detection usingmoiré topography.In III Iberian Latin American and Caribbean congress of MedicalPhysics, Rio de Janeiro, Brazil, 2004. ALFIM.
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  • [4] I. Amidror.A new print-based security strategy for the protection of valuabledocuments and products using moiré intensity profiles.In Rudolf L. van Renesse, editor, Optical Security andCounterfeit Deterrence Technique IV, volume SPIE Vol. 4677, pages 89-100.SPIE, 2002.
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  • [5] I. Amidror.Dot trajectories in the superposition of random screens: analysis andsynthesis.J. Opt. Soc. Am. A, 21(8):1472-1487, August 2004.
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  • [6] I. Amidror.Unified approach for the explanation of stochastic and periodicmoirés.Journal of Electronic Imaging, 12(4):669-681, Oct 2003.
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  • [7] I. Amidror.Moiré patterns between aperiodic layers: quantitative analysis andsynthesis.Journal of the Optical Society of America A, 20(10):1900-1919,2003.
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  • [8] I. Amidror.Glass patterns in the superposition of random line gratings.Journal of Optics A: Pure Appl. Opt., 5:205-215, 2003.
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  • [9] I. Amidror.Glass patterns as moiré effects: new surprising results.Optics Letters, 28(1):7-9, January 1 2003.
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  • [10] I. Amidror.The Theory of the Moiré phenomenon, volume 15.Kluwer Academic, Dordrecht, 2000.
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  • [11] I. Amidror.A generalized fourier-based method for the analysis of 2d moiréenvelope-forms in screen superpositions.Journal of Modern Optics, 41(9):1837-1862, 1994.
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  • [12] I. Amidror and R. D. Hersch.Analysis of the microstructures (''rosettes'') in the superpositionof periodic layers.Journal of Electronic Imaging, 11(3):316-337, July 2002.
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  • [13] I. Amidror and R. D. Hersch.Fourier-based analysis and synthesis of moirés in the superpositionof geometrically transformed periodic structures.Journal of the Optical Society of America A, 15(5):1100-1113,May 1998.
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  • [14] I. Amidror and R. D. Hersch.Analysis of the superposition of periodic layers and their moiréeffects through the algebraic structure of their fourier spectrum.Journal of Mathematical Imaging and Vision, 8:99-130, 1998.
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  • [15] I. Amidror and R. D. Hersch.Quantitative analysis of multichromatic moiré effects in thesuperposition of coloured periodic layers.Journal of Modern Optics, 44(5):883-899, 1997.
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  • [16] I. Amidror and R. D. Hersch.Fourier-based analysis of phase shifts in the superposition ofperiodic layers and their moiré effects.Journal of the Optical Society of America A, 13(5):974-987,May 1996.
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  • [17] I. Amidror, R. R. Hersch, and V. Ostromoukhov.Spectral analysisi and minimization of moire patterns in colourseparation.Journal of Electronic Imaging, 3(3):295-317, 1994.
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  • [18] A. T. Andonian.Detection of stimulated back muscle contractions by moire topography.J. Biomech., 17:653-661, 1984.
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  • [19] A. Antal.Identification of false moiré fringes by using the shadow moiréarrangement.In Proceedings of the third conference on mechanicalengineering, pages 472-474, May 30-31 2002.
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  • [20] A. Antal and D. Paveleva.Projection method of resolving ambiguities by determining the orderof colors in moiré fringes.Applied Optics, 44:7709-7713, 2005.
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  • [21] A. Antal and B. Ölveczky.Spectral analysis of moiré images.Periodica Polytechnica, 41(2):85-93, 1997.
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  • [22] A. Antal and B. P. Ölveczky.Spektrálna analŭza modelovaného a reálneho moaré obrazca.Fine Mechanics and Optics, 42:366-368, 1998.
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  • [23] V. N. Aptukov, V. F. Kashirin, and R. T. Murzakaev.Stress-strain state of a plate in ricocheting of a rigid indentorusing the moire fringe method.Strength of Materials, 26:429-434, 1994.
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  • [24] K. Asai.Contouring method by moiré holography.Jpn. J. Appl. Phys., 16(11):1805-1808, 1977.
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  • [25] A. Asundi.Deformations in glass-fiber woven composite using moiréinterferometry.Experimental Mechanics, 30(3):230-233, 1990.
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  • [26] A. Asundi.Moire interferometry for out-of-plane displacement measurement aroundcracks.International Journal of Fracture, 40:R43-R48, 1989.
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  • [27] A. Asundi and K. H. Yung.Logical moiré and its application.Experimental Mechanics, 31(3):236-242, 1991.
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  • [28] A. W. Asundi.Projection moiré using psalm.In F. P. Chiang, editor, Photomechanics and Speckle MetrologyII, volume 1554, pages 257-265. SPIE, 1991.
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  • [29] A. W. Asundi.Computer-aided moiré methods.Opt. Lasers Eng., 18:213-238, 1993.
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  • [30] A. W. Asundi.Moiré methods using computer-generated gratings.Opt. Eng., 32(1):107-116, January 1993.
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  • [31] A. W. Asundi and K. H. Yung.Phase-shifting and logical moiré.J. Opt. Soc. Am. A, 8(10):1591-1600, October 1991.
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  • [32] R. I. Bagdasaryan, M. K. Balyan, T. O. Eiramdzhyan, and F. O. Eiramdzhyan.The interpretation of x-ray interferometer moiré patterns.Russian Physics Journal, 27:259-263, 1984.
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  • [33] E. Bar-Ziv.Effect of diffraction on the moire image. i. theory.JOSA A, 2(3):371-, March 1985.
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  • [34] E. Bar-Ziv, S. Sgulim, and D. Manor.Effect of diffraction on the moire image. ii. experiment.JOSA A, 2(3):380-, (March 1985 1985.
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  • [35] B. W. Bell and C. L. Koliopoulos.Moiré topography, sampling theory, and charged-coupled devices.Opt. Lett., 9(5):171-173, May 1984.
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  • [36] M. Ben-Levi and G. Laufer.Moire analysis of the reconstruction accuracy and uniformity ofholograms.Optics Letters, 11(9):557-, September 1986.
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  • [37] P. Benoit, E. Mathieu, J. Hormiere, and A.Thomas.Characterization and control of three dimensional objects usingfringe projection techniques.Nouv. Rev. Optique, 6(2):67-86, 1975.
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  • [38] P. M. Boone, A. G. Vinckier, R. M. Dennys, and W. M. Sys.Application of specimen-grid moiré techniques in large scale steeltesting.Optical Engineering, 21:615-625, 1982.
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  • [39] O. Bryngdahl.Characteristics of superposed patterns in optics.J. Opt. Soc. Amer., 66:87-94, 1976.
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  • [40] O. Bryngdahl.Moiré and higher grating harmonics.JOSA, 65:685-694, 1975.
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  • [41] O. Bryngdahl.Moiré: Formation and interpretation.J. Opt. Soc. Amer., 64:1287-1294, 1974.
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  • [42] J. Buitrago and A. J. Durelli.On the interpretation of shadow-moiré fringes: Correction.Experimental Mechanics, 19(6):220-220, 1979.
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  • [43] J. Buitrago and A. J. Durelli.On the interpretation of shadow-moire fringes.Experimental Mechanics, 18:221-226, 1978.
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  • [44] A. Cabaj, G. Ranninger, and G. Windischbauer.Shadowless moiré topography using a single source of light.App. Opt., 13(4):722-723, April 1974.
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  • [45] J. F. Cardenas-Garcia, S. Zheng, and F. Z. Shen.Implementation and use of an automated projection moiré experimentalset-up.Opt. Laser Eng., 21:77-98, 1994.
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  • [46] H. Chen and D. Liu.Advances in scanning electron microscope moiré.Experimental Mechanics, 41(2):165-173, 2001.
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  • [47] X. Chen, Z. Ma, W. Li, X. Yin, and Z. Wu.Superchirped moiré grating based on an acousto-optic superlatticewith a chirpedfiber bragg grating.Optics Letters, 24(22):1558-1560, November 1999.
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  • [48] C. Chiang.Moiré topography.Applied Optics, 14(1):177-179, January 1975.
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  • [49] C. Chiang.Stereoscopic moire patterns.Journal of Optical Society of America, 57(9):1088-1090,September 1967.
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  • [50] F. P. Chiang.Moiré methods of strain analysis.Experimental Mechanics, 19(8):290-308, 1979.
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  • [51] F. P. Chiang.Production of high-density moiré grids: Discussion.Experimental Mechanics, 9(6):286-288, 1969.
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  • [52] F. P. Chiang and G. Jaisingh.A new optical system for moiré methods: An optical system combiningthe images of two gratings from different directions is proposed.Experimental Mechanics, 14(11):459-462, 1974.
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  • [53] F. P. Chiang and B. Ranganayakamma.Deflection measurements using moiré gap effect: A generalized moirégap equation and its application to the measurement of deflection ofstructures are presented in this paper.Experimental Mechanics, 11(4):296-302, 1971.
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  • [54] Y. B. Choi and S. W. Kim.Phase-shifting grating projection moiré topography.Opt. Eng., 37(3):1005-1010, March 1998.
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  • [55] H. E. Cline, A. S. Holik, and W. E. Lorensen.Computer-aided surface reconstruction of interference contours.App. Opt., 21(24):4481-4488, December 1982.
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  • [56] H. E. Cline, W. E. Lorensen, and A. S. Holik.Automatic moiré contouring.App. Opt., 23(10):1454-1459, May 1984.
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  • [57] G. Cloud, R. Radke, and J. Peiffer.Moiré gratings for high temperatures and long times: Authors haveextended previous work on various types of grating materials and applicationtechniques and have refined it to the point when gratings of 1000 lines/in.and over can be applied to the surface of the specimen using simplelaboratory techniques.Experimental Mechanics, 19(10):19N-21N, 1979.
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  • [58] G. L. Cloud.Simple optical processing of moiré-grating photographs: Paperexplains and illustrates how a few basic optical concepts can be employed insimple ways to improve sensitivity and quality of moiré measurements.Experimental Mechanics, 20(8):265-272, 1980.
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  • [59] J. W. Dally and D. T. Read.Electron beam moiré.Experimental Mechanics, 33(4):270-277, 1993.
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  • [60] P. Dantu.Extension of the moiré method to thermal problems: Study of residualstrains of a metal in the vicinity of a weld bead is discussed by the author.Experimental Mechanics, 4(3):64-69, 1964.
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  • [61] S. De Nicola and P. Ferraro.Fourier transform method of fringe analysis for moiré interferometry.Journal of Optics A: Pure Applied Optics, 2:228-233, 2000.
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  • [62] S. De Nicola, P. Ferraro, I. Gurov, R. Koviazin, and M. Volkov.Fringe analysis for moiré interferometry by modification of the localintensity histogram and use of a two-dimensional fourier transform method.Measurement Science and Technology, 11:1328-1334, 2000.
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  • [63] D. Di Chirico, F. Ginesu, and R. Rossi.Moiré holographic analysis of reinforced plate models.Experimental Mechanics, 29(4):420-423, 1989.
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  • [64] J. J. J. Dirkx and W. F. Decraemer.Automatic calibation method for phase shift shadow moiréinterferometry.App. Opt., 29(10):1474-1476, 1990.
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  • [65] J. L. Doty.Projection moiré for remote contour analysis.J. Opt. Soc. Am., 73(3):366-372, March 1983.
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  • [66] B. Drerup.Some problems in analytical reconstruction of biological shapes frommoiré topograms.In Optics in Biomedical Sciences, Proceedings of theInternational Conference, pages 258-261. Springer-Verlag Berlin, September7-11 1981.
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  • [67] H. J. Duffey and G. K. Mesmer.Finite rotation and strain measurement using the moiré technique: Theeulerian and lagrangian state of strain, including body rotation, ispresented for finite strain fields and large rotation.Experimental Mechanics, 7(12):537-540, 1967.
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  • [68] A. J. Durelli.The moiré method-a review: Discussion.Experimental Mechanics, 23(4):446-449, 1983.
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  • [69] A. J. Durelli and J. A. Clark.Moiré interferometry with embedded grids-effect of opticalrefraction: Discussion.Experimental Mechanics, 10(4):175-175, 1970.
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  • [70] A. J. Durelli and V. J. Parks.Moiré Analysis of Strain.Prentice-Hall, Englewood Cliffs, New Jersey, 1970.
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  • [71] A. J. Durelli and V. J. Parks.Moiré fringes as parametric curves.Experimental Mechanics, 7:97-104, 1967.
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  • [72] A. J. Durelli and V. J. Parks.A moiré method for measuring plate curvature: Discussion.Experimental Mechanics, 7(5):201-201, 1967.
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  • [73] A. J. Durelli, V. J. Parks, and T. L. Chen.Stress and finite-strain analysis of a circular ring under diametralcompression: In this paper the complete field of principal strains and theirdirection for a high level of compression are obtained using moiré and aphotoelastic verification. principal stresses are computed from thesestrains.Experimental Mechanics, 9(5):210-214, 1969.
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  • [74] R. Eschbach.Generation of moire by nonlinear transfer characteristics.JOSA A, 5(11):1828-, November 1988.
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  • [75] L. A. Everall, K. Sugden, J. A. R. Williams, I. Bennion, X. Liu, J. S.Aitchison, S. Thoms, and R. M. De La Rue.Fabrication of multi pass band moiré resonators in fibers by thedual-phase-mask exposure methode la rue.Optics Letters, 22(19):1473-1475, October 1997.
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  • [76] P. A. Fibry.Angles of dominance for moire fringe.IMA Journal of Applied Mathematics, 33:303-321, 1984.
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  • [77] L. Foucault.Mémoire sur la construction des télescopes en verre argenté.Annls Obs. Paris, 5:197-237, 1859.
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  • [78] D. Fulong and X. Yongming.Nano-moire method.Acta Mechanica Sinica, 15:283-288, 1999.
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  • [79] K. J. Gasvik.Moiré techniques by means of digital image processing.App. Opt., 22(23):3543-3548, 1983.
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  • [80] K. J. Gasvik and M. E. Fourney.Projection moiré using digital video processing: a technique forimproving the accuracy and sensitivity.J. Appl. Mech.-Transactions of the ASME, 53:652-656, Sept.1986.
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  • [81] J. A. Gilbert.Differentiation of holographic-moiré patterns: Holographicmultiplexing techniques are used to obtain full-field strain measurements byoptically shearing holographic-moiré component and/or displacement patterns.Experimental Mechanics, 18(11):436-440, 1978.
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  • [82] A. Glassner.Inside moiré patterns.IEEE Computer Graphics Applicatio, 17:97-101, 1997.
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  • [83] I. Glatt, A. Livnat, and O. Kafri.Direct determination of modulation transfer function by moiredeflectometry.JOSA A, 2(2):107-, February 1985.
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  • [84] M. S. Gregory, A. W. Christian, and I. F. Jones.Strain measurement by the reflection-moiré method: Technical notereports the results of a study of the measured strains which arise in aplane-stress problem.Experimental Mechanics, 11(2):86-86, 1971.
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  • [85] Z. Guocheng, W. Bing, J. Xiaolin, and D. Fulong.Measuring displacement fields of curved surface by moireinterferometry of partial coherent light.Acta Mechanica Sinica, 9:177-184, 1993.
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  • [86] K. K. Gupta and R. C. Vaughan.Determination of elastic moments in flat-plate and lift-slabstructures by the moiré method: Test results found to be in close agreementwith theoretical solutions based on complex variable theory.Experimental Mechanics, 8(4):188-192, 1968.
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  • [87] G. Häustler and D. Ritter.Parallel three-dimensional sensing by color-coded triangulation.Applied Optics, 32(35):7164-7168, 1993.
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  • [88] Z. Haibo and A. Asundi.2d phase shifting and logical moire used in fringes analysis.Acta Mechanica Solida Sinica, 7:46-53, 1994.
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  • [89] M. Halasz and A. Antal.Digital photo recording with moiré method for antropometricalpurpose.In Proceeding of IN-TECH-ED'02 international konference, pages215-218, April 25-26 2002.
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  • [90] M. Halioua, R. S. Krishnamurthy, H. Liu, and F. P. Chiang.Projection moiré with moving gratings for automated 3-d topography.App. Opt., 22(6):850-855, March 1983.
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  • [91] M. Halász and A. Antal.Application of moiré method for anthropometrical analysis.In Proceedings of the third conference on mechanicalengineering, pages 795-798, May 30-31 2002.
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  • [92] B. Han.Recent advancements of moiré and microscopic moiré interferometry forthermal deformation analyses of microelectronics devices.Experimental Mechanics, 38(4):278-288, 1998.
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  • [93] B. Han, P. Ifju, and D. Post.Geometric moiré methods with enhanced sensitivity by optical/digitalfringe multiplication.Exp. Mechanics, 33(3):195-200, 1993.
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  • [94] C. Han and B. Han.Error analysis of the phase-shifting technique when applied to shadowmoiré.Applied Optics, 45:1124-1133, 2006.
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  • [95] K. Hane, S. Watanabe, S. Hattori, and T. Goto.Moire signals by the photoacoustic effect.Optics Letters, 15(22):1318-, November 1990.
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  • [101] J. der Hovanesian and Y. Y. Hung.Moiré contour-sum, contour-difference, and vibration analysis ofarbitrary objects.App. Opt., 10(12):2734-2738, Dec. 1971.
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  • [102] C. H. Hu and Y. W. Qin.Digital color encoding and its application to the moire technique.Applied Optics, 36(16):3682-3685, 1997.
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  • [126] E. Keren and O. Kafri.Diffraction effects in moire deflectometry: reply to comment.JOSA A, 3(5):669-, May 1986.
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  • [127] E. Keren and O. Kafri.Diffraction effects in moire deflectometry.JOSA A, 2(2):111-, February 1985.
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