journal article·2005-04-01

A New Analytical Approach for Hole Drilling Residual Stress Analysis by Full Field Method

Antonio Baldi

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Abstract

Most of the full field methods for residual stress investigation combine an optical interferometric technique (grating interferometry, speckle interferometry, holographic interferometry) with the standard hole drilling method. Nowadays many articles describing this kind of approach exist, but most of them focus on the experimental aspects while little attention is devoted to the optimal usage of the huge mass of data that the optical methods make available. This paper, without relying on a specific experimental technique, focuses on the development of a new analytical method that attempts to consistently use all the available data. After a detailed algorithm description, the proposed analysis procedure is tested against numerically generated residual stress fields simulating in-plane speckle interferometry. The results obtained show the reliability and robustness of the algorithm.
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Research context

OpenAlex topics: Welding Techniques and Residual Stresses · Advanced machining processes and optimization · Advanced Surface Polishing Techniques

SciVX discovery tags are terminology-based. OpenAlex topics are source-provided classifications.

Affiliations

Department of Mechanical Engineering, University of Cagliari

References (35)

Show source-provided references
1. Rowlands, R. E., 1987, “Residual Stresses,” Handbook on Experimental Mechanics, SEM, Prentice-Hall Inc., pp. 768–813, Chap 18.
2. Lu, J. ed., 1996, Handbook of Measurement of Residual Stresses, SEM, The Fairmont Press, Inc.
3. Bray, D. E., ed., 2001, Residual Stress Measurement and General Nondestructive Evaluation, ASME, PVP-Vol. 429.
4. Kandil, F. A., Lord, J. D., Fry, A. T., and Grant, P. V., 2001, “A review of residual stress measurement methods. A guide to Technique Selection,” Project CPM4.5, Measurement of Residual Stress in Components, NPL Report MATC(A)04, http://www.npl.co.uk/npl/cmmt/residualstress/pdf_files/review.pdf.
5. ASTM, 2003, “Standard Test Method for Determining Residual Stresses by the Hole-Drilling Strain-Gage Method,” Annual Book of ASTM Standatd. Vol. 03-01, E837-01e1, ASTM, Philadelphia.
6. Schajer, G. S. , 1988, “Measurement of non-uniform residual stresses using the hole-drilling method. Part I–Stress calculation procedures,” ASME J. Eng. Mater. Technol., 110, pp. 338–343.10.1115/1.3226059 ↗
7. Schajer, G. S. , 1988, “Measurement of non-uniform residual stresses using the hole-drilling method. Part II–Practical Application of the Integral Method,” ASME J. Eng. Mater. Technol., 110, pp. 344–349.10.1115/1.3226060 ↗
8. Zuccarello, B. , 1999, “Optimal calculation steps for the evaluation of residual stress by the incremental hole drilling method,” Exp. Mech., 39, pp. 117–124.10.1007/BF02331114 ↗
9. Ajovalasit, A. , 1979, “Measurement of residual stresses by the hole-drilling method: influence of hole eccentricity,” J. Strain Anal., 14, pp. 171–178.10.1243/03093247V144171 ↗
10. Shchepinov, V. P., and Pisarev, V. S., 1996, Strain and stress analysis by holographic and speckle interferometry, John Wiley & Sons, New York.10.1088/0957-0233/7/9/019 ↗
11. Hung, M. Y. Y. , ed., 1997, “Special Issue on Optical Methods for Residual Strain Measurement,” Opt. Lasers Eng., 27, pp. 1–136.10.1016/S0143-8166(97)89898-3 ↗
12. Laermann, K. H., ed., 2000, Optical Methods in Experimental Solid Mechanics, Springer, Wien and NewYork.10.1007/978-3-7091-2586-1 ↗
13. Jacquot, P., 2002, “Pratiques actuelles en analyze de de´formation par voie optique: exemple des contraintes re´siduelles,” Caracte´risation expe´rimentale des contraintes: techniques avance´es et nouveaux mate´riaux, GFAC, Troyes, 7–8 mars., pp. 20–33.
14. Nicoletto, G. , 1991, “Moire´ interferometry determination of residual stresses in presence of gradients,” Exp. Mech., 31, pp. 252–256.10.1007/BF02326068 ↗
15. Kujawinska, M., Sabut, L., Olszak, A., and Forno, C., 1994, “Automatic analysis of residual stresses in rails using grating interferometry,” Recent Advances in Experimental Mechanics, Balkema, Rotterdam, pp. 699–704.
16. Joh, D., Byun, K. J., and Ha, J., 1994, “Thermal residual stresses in thick graphite/epoxy composite laminates-Uniaxial approach,” Exp. Mech., 35, pp. 70–76.10.1007/BF02322554 ↗
17. Wu, Z., Lu, J., and Han, B., 1998, “Study of residual stress distribution by a combined method of moire´ interferometry and incremental hole drilling, Part I: Theory and Part II: Implementation,” ASME J. Appl. Mech., 65, pp. 837–850.10.1115/1.2791920 ↗
18. Ifju, P. G., Kilday, B. C., Niu, X., and Liu, S. C., 1999, “A novel method to measure residual stresses in laminated composites,” J. Compos. Mater., 33, pp. 1511–1515.10.1177/002199839903301603 ↗
19. Schwarz, Y. R. C., Kutt, L. M., and Papazian, J. M., 2000, “Measurement of residual stress using interferometric moire´: a new insight,” Exp. Mech., 40, pp. 271–281.10.1007/BF02327500 ↗
20. Wu, Z., and Lu, J., 2000, “Study of Surface Residual Stress by Three-Dimensional Displacement Data at a Single Point in Hole Drilling Method,” ASME J. Eng. Mater. Technol., 122, pp. 215–220.10.1115/1.482790 ↗
21. Bulhak, J., Lu, J., Montay, G., Surrel, Y., and Vautrin, A., 2000, “Grating shearography and its application to residual stresses evaluation,” Interferometry in speckle light: Theory and Applications, Jacquot, P. and Fournier, J. M. eds., Springer, Berlin, pp. 607–614.10.1007/978-3-642-57323-1_76 ↗
22. Vikram, C. S., Pechersky, M. J., Feng, C., and Engelhaupt, D., 1996, “Residual stress analysis by local laser heating and speckle correlation interferometry,” Exp. Tech., 20, pp. 27–30.10.1111/j.1747-1567.1996.tb00476.x ↗
23. Zhang, J., and Chong, T. C., 1998, “Fiber electronic speckle pattern interferometry and its applications in residual stress measurements,” Appl. Opt., 37, pp. 6707–6715.10.1364/AO.37.006707 ↗
24. Diaz, F. V., Kaufmann, G. H., and Galizzi, G. E., 2000, “Determination of residual stresses using hole drilling and digital speckle pattern interferometry with automated data analysis,” Opt. Lasers Eng., 33, pp. 39–48.10.1016/S0143-8166(00)00022-1 ↗
25. Albertazzi, A., Kanda, C., Borges, M. R., and Hrebabetzky, F., 2000, “A radial in-plane interferometer for ESPI measurement,” Laser interferometry X. Techniques and Analysys, Kujawinska, M. et al., eds., Bellingham (Washington), Proc. SPIE, 4101, pp. 77–88.10.1117/12.498423 ↗
26. Franc¸ois, M., Montay, G., Plaut-Aubry, R., and Chalvidan, V., 2001, “Analyze de contraintes re´siduelles par la me´thode du trou, comparaison de l’interfe´rome´trie laser de speckle avec les jauges pie´zo-re´sistives,” Colloque Photome´canique 2001, Berhaud, Y. et al., eds., GAMAC, Paris, pp. 303–310.
27. Focht, G., and Schiffner, K., 2003, “Determination of residual stresses by an optical correlative hole-drilling method,” Exp. Mech., 43, pp. 97–104.10.1177/0014485103043001802 ↗
28. Baldi, A., and Jacquot, P., 2003, “Residual stresses investigations in composite samples by speckle interferometry and specimen repositioning,” Speckle Metrology 2003, Gastinger, K., Løkberg, O. J., and Winther, S., eds., Proc. SPIE, Nellingham, WA, 4933, pp. 141–148.10.1117/12.516624 ↗
29. Nelson, D. V., and McCrickerd, J. T., 1986, “Residual-stress determination through combined use of holographic interferometry and blind-hole drilling,” Exp. Mech., 26, pp. 371–378.10.1007/BF02320153 ↗
30. Nelson, D. V., Fuchs, E., Makino, A., and Williams, D., 1994, “Residual-stress determination by single-axis holographic interferometry and hole drilling-Part I: Theory,” Exp. Mech., 35, pp. 66–78.10.1007/BF02328443 ↗
31. Lin, S. T., Hsieh, C.-T. J., and Lee, C. K., 1995, “Full field phase-shifting holographic blind-hole technique for in-plane residual stress detection,” International Conference on Application of Optical Holography, Honda, T., ed., Bellingham (Washington), Proc. SPIE, 2577, pp. 226–237.10.1117/12.215319 ↗
32. Steinzig, M., Hayman, G., and Rangaswamy, P., 2001, “Data reduction methods for digital holographic residual stress measurement,” Proc. of the 2001 SEM Annual Conference and Exposition on Experimental and Applied Mechanics, SEM, Bethel, Conn., CDROM edition.
33. Press, W. H., Teukolsky, S. A., Vetterling, W. T., and Flannery, B. P., 1992, Numerical Recipes in C. The Art of Scientific Computing, 2nd ed., Cambridge, Cambridge University Press, pp. 59–70, 676–681.
34. Oettel, R., 2000, “The Determination of Uncertainties in Residual Stress Measurement (Using the hole drilling technique),” Manual of Codes of Practice for the determination of uncertainties in mechanical tests on metallic materials. Project UNCERT, EU Contract SMT4-CT97-2165, Standards Measurement & Testing Program, ISBN 0 946754 41 1, Issue 1.
35. Weeks, A. R., and Myler, H. R., 1993, “Computer-generated noise images for the evaluation of image processing algorithms,” Opt. Eng., 32(5), pp. 982–992.10.1117/12.130267 ↗