Electronic Speckle Pattern Interference Techniques for Quantifying Deformations
Abstract
been deployed to extract phase and hence amount of deformation from the speckle pattern. In the present paper, we intend to review these methods.
Full Text:
PDFReferences
Butters J., Leendertz J. A double exposure technique for speckle pattern interferometry, J Phys E: Sci Intrum.1970; 4: 277p.
Goodman J. Some fundamental properties of speckle, J Opt Soc Am.1976; 66(11): 1145–50p.
Archbold E., et al. Visual observation of surface vibration nodal patterns, Nature. 1969; 222: 263–5p.
Beiderman Y., et al. Remote estimation of blood pulse pressure via
temporal tracking of reflected secondary speckles pattern, J Biomed
Opt. 2010; 15(6): 061707p.
Zarate E.A., et al. Defect detection in metals using electronic speckle pattern interferometry, Sol Energ Mat Sol C.2005; 17: 225p.
Kadooka K., et al. Strain analysis for Moiré’s interferometry using the two-dimensional continuous wavelet transform, Exp Mech. 2003; 43: 45–51p
Equis S., Jacquot P. Phase extraction in dynamic speckle interferometry with empirical mode decomposition and Hilbert transform, Strain. 2010; 46: 550–8p.
Servı´n M., et al. General dimensional quadrature transform and
its application to interferogram demodulation, J Opt Soc Am A. 2003;
(5): 925–31p.
Takeda M., Mutoh K. Fourier transform profilometry for the
automatic measurement of 3-d object shapes, Appl Opt. 1983; 22(24): 3977–82p.
Kreis T. Digital holographic interference-phase measurement using
the Fourier-transform method, J Opt Soc Am A. 1986; 3(6): 847–55p.
Quan C., et al. Phase extraction from a single fringe pattern based on guidance of an extreme map, Appl Opt. 2005;44(23): 4814–8421p.
Quiroga J., et al. Algorithm for fringe pattern normalization, Opt Commun. 2001; 197: 43–51p.
Kemao Q., et al., Windowed Fourier filtered and quality guided phase unwrapping algorithm: on locally high order polynomial phase, App Opt. 2010; 49(7): 1075–9p.
Servin M., et al. Regularized quadrature and phase tracking from a
single closed-fringe interferogram, J Opt Soc Am A. 2004; 21(3): 411–9p.
Servin M., et al. Fringe-follower regularized phase tracker for
demodulation of closed-fringe interferograms, J Opt Soc Am A. 2001;
(3): 689–95p.
Villa J., et al. Phase recovery from a single fringe pattern using an
orientational vector-field-regularized estimator, J Opt Soc Am A. 2005;
(12): 2766–73p.
Zhang F., et al. Skeleton extraction and phase interpolation for single ESPI fringe pattern based on the partial differential equations, Opt Express. 2015; 23(23): 29625–38p.
Yu Q., et al. Extraction of phase field from a single contoured correlation fringe pattern of ESPI, Opt Express. 2004; 12: 75–83p.
Robin E., et al. Phase demodulation method from a single fringe pattern based on correlation with a polynomial form, App Opt. 2005; 44(34): 7261–9p.
Bahich M., et al. Optical phase extraction algorithm based on the
continuous wavelet and the Hilbert transforms, J Comput. 2010; 2(5):
–9617p.
Madjarova V., Hadono H. Dynamic electronic speckle pattern
interferometry (DESPI) phase analyses with temporal Hilbert transform, Opt Exp. 2003; 11(6): 617–23p.
Tay C., et al. Phase extraction from electronic speckle patterns by
statistical analysis, Opt Commun. 2004; 236: 259–69p.
Yatagai T. Intensity based analysis methods, In: Interferogram Analysis, Digital Fringe Pattern Measurement Techniques, Robinson D.W., Reid G.T., Eds., Institute of Physics Publishing; 1993, 72–93p.
Creath K. Phase-shifting speckle interferometry, Appl Opt. 1985; 24: 3053–8p.
Kerr D., et al. Extraction of phase data from electronic speckle pattern interferometric fringes using a singlephase-step method: novel approach, J Opt Soc Am A. 1990; 7(5): 823–6p.
Wyant J., et al. Testing aspherics using two-wavelength holography: use of digital electronic techniques, Appl Opt.
; 23: 4020–3p.
Hariharan P., et al. digital phase shifting interferometry: a simple error compensating phase calculation algorithm, Appl Opt. 1987; 26: 2504p.
Greivenkamp J., Bruning J. Phase Shifting Interferometry Optical Shop Testing, Malacara D., Ed. New York: Wiley; 1992, 501–98p.
Kwon O. Multichannel phase-shifted interferometer, Opt Lett. 1984; 9: 59–61p.
Erne O. Electronic Speckle Pattern Interferometry: Temporal vs. Spatial Phase-Shifting. Project Report, Portland State University, PH564: 1–10p.
Creath K. Phase-measurement interferometry techniques, In: Wolf, Progress in Optics XXVL, Elsevier Science Publishers; 1988.
Groot P., 101-Frame algorithm for phase shifting interferometry,
EUROPTO. 1997 preprints 3098-33, 1–10p.
Xia Y., et al. Direct ESPI phase estimating from only two
interferograms, Opt Commun. 2013;290: 63–8p
Refbacks
- There are currently no refbacks.