Study on plane problems by the method of holographic interferometry
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OpenAlex topics: Optical measurement and interference techniques · Advanced Measurement and Metrology Techniques
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References (8)
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1. V. A. Zhilkin and D. A. Borynyak, ?Determination of the displacements of construction elements by means of holographic interferometry,? Izv. Vyssh. Uchebn. Zaved. Arkhit., No. 10, 150?155 (1974).
2. V. A. Zhilkin, ?Some procedures for the interpretation of holographic interferograms of diffusively reflecting objects,? in: Transactions of the Second All-Union Seminary on Geometrical Methods of Studying Deformations and Stresses [in Russian], Chelyabinsk (1976), pp. 30?40.
3. V. S. Pisarev, V. V. Yakovlev, and V. P. Shchepinov, ?Determination of radial and axial deformations in cylindrical shells by means of the method of holographic interferometry,? in: Abstracts of Contributions to the Third All-Union Seminary on Optical-Holographic Methods of Studying Deformations and Stresses [in Russian], Dnepropetrovsk (1978), pp. 76?78.
4. E. B. Aleksandrov and A. M. Bonch-Bruevich, ?Surface deformations of solids studied by means of a holographic technique,? Zh. Tekh. Fiz.,37, No. 2, 360?369 (1967).
5. V. A. Zhilkin and A. M. Popov, ?Sensitivity and accuracy of moiré methods in measurements of deformation fields,? Probl. Prochn., No. 1, 84?88 (1976).
6. V. A. Zhilkin and A. M. Popov, ?Determination of three components of the deformation tensor from data on solely one deformed grid,? Probl. Prochn., No. 5, 23?26 (1977).
7. V. A. Zhilkin, ?Mathematical analysis of moire patterns,? in: Mechanics of Deformed Solids and Calculation of Buildings [in Russian], No. 167, Novosibirsk (1975), pp. 216?226.
8. S. P. Timoshenko and J. N. Goodier, Theory of Elasticity, McGraw-Hill (1970).