Time-average hologram interferometry of periodic, non-cosinusoidal vibrations
Author:
Publisher
Springer Science and Business Media LLC
Subject
General Materials Science,General Chemistry,General Engineering
Link
http://link.springer.com/content/pdf/10.1007/BF00883757.pdf
Reference30 articles.
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3. M.Zambuto, M.Lurie: Appl. Opt.9, 2066 (1970)
4. D.B. Neumann: Ph.D. Thesis, Ohio State University (1967); see also C.S. Vikram, R.S. Sirohi: Appl. Opt.10, 672 (1971)
5. P.A. Fryer: Rep. Prog. Phys.33, 489 (1970)
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1. Study of Vibrations;Holographic Interferometry;1994
2. First‐order statistics of Jacobi elliptic functions having random phase with an application to holography;Journal of Applied Physics;1984-01
3. Comment on: Sensitivity Improvement by Step-Biasing in Holographic Interferometry;Optical Engineering;1976-06-01
4. Effects of random motion on time-average hologram interferometry;Optical and Quantum Electronics;1976-01
5. Effects of periodic, non-sinusoidal vibrations on the holographic process;Optics Communications;1975-11
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