Determining elastic constants of materials with interferometric techniques

Inverse Problems in Science and Engineering

Volumn 14, Issue 8, 2006, Pages 801-818

  Pagnotta, Leonardo ^a  

^a UNIVERSITY OF CALABRIA   (Italy)

Author keywords

Elastic constants; Genetic algorithms; Interferometric techniques

Indexed keywords

EID: 33751104269     PISSN: 17415977     EISSN: 17415985     Source Type: Journal    
DOI: 10.1080/17415970600838806     Document Type: Article

References (33)

1. Cornu, A., 1869, Méthode Optique pour l'etude de la Déformation de la surface Extériere de Solides Elastique. Les Comptes Rendus de l'Académie des Sciences, Paris, 69, 333-337.
2. Timoshenko, S.P. and Goodier, J.N., 1970, Theory of Elasticity (Tokyo, Japan: McGraw-Hill), pp. 284-288.
3. Archbold, E., Ennos, A.E. and Virdee, M.S., 1978, The deformation of steel bars in a four-point bending machine, measured by holographic interferometry. VDI - Berichte, 313, 517-522.
4. Zhu, J., 1996, Measurement of Poisson's ratio of non-metallic materials by laser holographic interferometry. Proceeding of 14th WCNDT, New Delhi, 1481-1484.
5. Ganesian, A.R., 1989, Measurement of Poisson's ratio using real-time digital speckle pattern interferometry. Optics and Lasers in Engineering, 11, 265-269.
6. Grédiac, M. and Vautrin, A., 1993, Mechanical characterization of anisotropic plates: experiment and results. European Journal of Mechanics A/Solids, 12(6), 819-838.
7. Gascon, F. and Salazar, F., 1996, A procedure for calculating through laser speckle interferometry the elastic constants of isotropic materials. Optics Communications, 123, 734-742.
8. Furgiuele, F.M., Muzzupappa, M. and Pagnotta, L., 1997, A full-field procedure for evaluating the elastic properties of advanced ceramics. Experimental Mechanics, 37, 285-290.
9. Apalkov, A.A., Odintsev, I.N. and Pisarev, V.S., 1999, Implementation of compensation speckle interferometry for high-precision determination of materials mechanical properties, Proceedings of SPIE, 3745, W. Juptner and K. Patorsky, Editors.
10. Bruno, L., Furgiuele, F.M., Pagnotta, L. and Poggialini, A., 2002, A full-field approach for the elastic characterization of anisotropic materials. Optics and Lasers in Engineering, 37(4), 417-431.
11. Bruno, L., Furgiuele, F.M., Pagnotta, L. and Poggialini, A., 2002, Determination of elastic constants of anisotropic plates by phase stepping speckle Interferometry. Key Engineering Materials, 221(2), 363-373.
12. Bruno, L., Pagnotta, L. and Poggialini, A., 2006, Elastic characterization of CVD diamond by static and dynamic measurement. Journal of the European Ceramic Society, 26, 2419-2425.
13. Bruno, L. and Poggialini, A., 2005, Elastic characterization of anisotropic materials by speckle interferometry. Experimental Mechanics, 45, 205-212.
14. Cardenas-Garcia, J. F., 2000, Determination of the elastic constants using Moiré. Mechanics Research Communications, 27(1), 69-77.
15. Genovese, K., Lamberti, L. and Pappalettere, C., 2004, A new hybrid technique for in-plane characterization of orthotropic materials. Experimental Mechanics, 44(6), 584-592.
16. Molimard, J., Le Riche, R., Vautrin, A. and Lee, J.R., 2005, Identification of the four orthotropic plate stiffnesses using a single open-hole tensile test. Experimental Mechanics, 45(5), 404-411.
17. Fällström, K.E. and Jonsson, M.A., 1991, A nondestructive method to determine material properties in anisotropic plates. Polymer Composites, 12(5), 293-305.
18. Fällström, K.E., Olofsson, K., Saldner, H.O. and Schedin, S., 1996, Dynamic material parameters in an anisotropic plate estimated by phase-stepped holographic interferometry. Optics and Lasers in Engineering, 24, 429-454.
19. Grediac, M., Fourier, N., Paris, P.A. and Surrel, Y., 1998, Direct identification of elastic constants of anisotropic plates by modal analysis: Experiment and results. Journal of Sound and Vibration, 210(5), 645-659.
20. Gaul, L., Willner, K. and Hurlebaus, S., 1999, Determination of material properties of plates from modal ESPI measurement, Paper presented at the 17th International Modal Analysis Conference, Orlando, FL, 1756-1763.
21. Liu, G.R. and Han, X., 2003, Computational Inverse Techniques in Nondestructive Evaluation (Singapore: CRC Press LLC).
22. Mitchell, M., 1999, An Introduction to Genetic Algorithms (Milan: Apogeo Scientifica).
23. Maletta, C. and Pagnotta, L., 2004, Determining material properties in anisotropic plates using genetic algorithms and vibration test data. International Journal of Mechanics and Design, 1, 199-211.
24. Balasubramaniam, K. and Rao, N.S., 1998, Inversion of composite material elastic constants from ultrasonic bulk wave phase velocity data using genetic algorithms. Composites Part B - Engineering, 29, 171-180.
25. Cunha, J., Cogan, S. and Berthod, C., 1999, Application of genetic algorithms for the identification of clastic constants of composite materials from dynamic tests. International Journal for Numerical Method in Engineering, 45, 891-900.
26. Liu, G.R., Ma, W.B. and Han, X., 2002, An inverse procedure for determination of material constants of composite laminates using elastic waves. Computer Methods in Applied Mechanics and Engineering, 191, 3543-3554.
27. Liu, G.R., Han, X. and Lam, K.Y., 2002, A combined genetic algorithm and nonlinear least squares method for material characterization using elastic waves. Computer Methods in Applied Mechanics and Engineering, 191, 1909-1921.
28. Cloud Gary, L., 1995, Optical Methods of Engineering Analysis (Cambridge: University Press).
29. Erf, R.K., 1978, Speckle Metrology (New York: Academic Press).
30. Robinson, D.W. and Reid, G.T., 1993, Interferogram Analysis (Bristol and Philadephia: Institute of Physics Publishing).
31. Bruno, L. and Poggialini, A., 2000, Phase retrieval in speckle interferometry: a one-step approach. Proceedings of Interferometry in Speckle Light: Theory and Applications, Lausanne, 461-472.
32. Anand, V.B., 1993, Computer Graphics and Geometric Modeling for Engineering (Singapore: John Wiley & Sons).
33. Grédiac, M. and Vautrin, A., 1990, A new method for determination of bending rigidities of anisotropic plates; ASME. Journal of Applied Mechanics, 57(4), 964-968.