Simultaneous observation of phase-stepped images for automated photoelasticity

Journal of Strain Analysis for Engineering Design

Volumn 33, Issue 1, 1998, Pages 1-14

  Patterson, E A ^a   Wang, Z F ^a  

^a UNIVERSITY OF SHEFFIELD   (United Kingdom)

Author keywords

Phase stepping; Photoelastic coating; Photoelasticity

Indexed keywords

AUTOMATION; IMAGING TECHNIQUES; NUMERICAL ANALYSIS; OPTICAL COATINGS; OPTICAL CORRELATION; OPTICAL VARIABLES MEASUREMENT; PHOTOELASTICITY;

AUTOMATED PHOTOELASTICITY; PHASE STEPPING; PHOTOELASTIC COATING; REFLECTION PHOTOELASTICITY;

OPTICAL INSTRUMENTS;

EID: 0031680445     PISSN: 03093247     EISSN: None     Source Type: Journal    
DOI: 10.1243/0309324981512779     Document Type: Article

References (32)

1. Hecker, F. W. and Morche, B. Computer measurement of relative retardations in plane photoelasticity. In Experimental Stress Analysis (Ed. H. Weiringa), 1986, pp. 532-542 (Martinuus Nijhoff Publishers, Dordrecht, The Netherlands).
2. Kihara, T. Automatic whole-field measurement of photoelasticity using linear polarized incident light. In Proceedings of Ninth International Conference on Experimental Mechanics, Copenhagen, Denmark, 1990, Vol. 2, pp. 821-827.
3. Patterson, E. A. and Wang, Z. F. Towards full-field automated photoelastic analysis of complex components. Strain, 1991, 27(2), 49-56.
4. Sarma, A. V. S. S. R., Pillai, S. A., Subramanian, G. and Varadan, T. K. Computerised image processing for whole-field determination of isoclinics and isochromatics. Expl Mechanics, 1992, 31(1), 24-29.
5. Asundi, A. Phase-shifting in photoelasticity. Expl Techniques, 1993, 17(1), 19-23.
6. Otani, Y., Shimada, T., Yoshizawa, T. and Umeda, N. Two-dimensional birefringence measurement using the phase shifting technique. Opt. Engng, 1994, 33(5), 1604-1609.
7. Fessler, H. An assessment of frozen stress photoelasticity. J. Strain Analysis, 1992, 27(3), 123-126.
8. Patterson, E.A. Automated photoelastic analysis. Strain, 1988, 15-20.
9. Muller, R.K. and Saackel, L.R. Complete automatic analysis of photoelastic fringes. Expl Mechanics, 1979, 19, 245-251.
10. Umezaki, B., Tamaki, T. and Takahashi, S. Automatic stress analysis from photoelastic fringes due to image processing using a personal computer. Proc. Soc. Photography, 1984, 504, 127-134.
11. Voloshin, A.S. and Burger, C.P. Half-fringe photoelasticity: a new approach to whole field analysis. Expl Mechanics, 1983, 23, 304-314.
12. Quan, C., Bryston-Cross, P.J. and Judge, T.R. Photoelasticity stress analysis using carrier fringe and FFT techniques. Optics and Lasers in Engng, 1993, 18, 79-108.
13. Morimoto, Y., Morimoto Jr, Y. and Hayashi, T. Separation of isochromatics and isoclinics using Fourier transform. Expl Techniques, 1994, 18(5), 13-18.
14. Redner, A.S. Photoelastic measurements by means of computer assisted spectral-contents analysis. In Proceedings of Fifth International Conference on Experimental Mechanics, Montreal, 1984, pp. 421-427.
15. Sanford, R.J. and Iyengar, V. The measurement of the complete photoelastic fringe order using a spectral scanner. In Proceedings of 1985 SEM Spring Conference on Experimental Mechanics, 1985, pp. 160-168.
16. Haake, S.J. and Patterson, E.A. Photoelastic analysis of frozen stressed specimens using spectral contents analysis. Expl Mechanics, 1992, 32, 266-272.
17. Ajovalasit, A., Barone, S. and Petrucci, G. Towards RGB photoelasticity: full-field automated photoelasticity in white light. Expl Mechanics, 1995, 35(3), 193-200.
18. Carazo-Alvarez, J. D., Haake, S. J. and Patterson, E. A. Completely automated photoelastic fringe analysis. Optics and Lasers in Engng, 1994, 21, 133-149.
19. Theocaris, P. S. and Gdoutos, E. E. Matrix Theory of Photoelasticity, 1979 (Springer-Verlag, Berlin).
20. Wang, Z.F. and Patterson, E.A. Use of phase-stepping with demodulation and fuzzy sets for birefringence measurement. Optics and Lasers in Engng, 1995, 22, 91-104.
21. Ji, W. and Patterson, E.A. Simulation of errors in automated photoelasticity. In Proceedings of SEM Spring Conference on Experimental Mechanics, Bellevue, Washington, 1997, pp. 315-316.
22. Frocht, M.M. Photoelasticity, Vol. I, 1941 (John Wiley, New York).
23. Patterson, E. A., Ji, W. and Wang, Z. F. On image analysis for birefringence measurements in photoelasticity. Optics and Lasers in Engng, 1997, 27, 17-36.
24. Petersen, R.E. Stress Concentration Factors, 1971 (John Wiley, New York).
25. Nurse, A.D. and Patterson, E.A. Determination of predominantly mode II stress intensity factors from isochromatic data. Fatigue and Fracture Engng Mater. Structs, 1993, 16(12), 1339-1354,
26. Sanford, R.J. and Dally, J.W. A general method for determining mixed mode stress intensity factors from isochromatic fringe patterns. Engng Fracture Mechanics, 1979, 11, 621-683.
27. Muskhelishvili, N.I. Some Basic Problems of the Mathematical Theory of Elasticity, 3rd edition, 1963 (Noordhoff, Groningen).
28. Isida, M. Effect of width and length on stress intensity factors of internally cracked plates under various loading conditions. Int. J. Fracture Mechanics, 1971, 7(3), 301-316.
29. Redner, S. New oblique incidence method for direct photoelastic measurement of principal strains. Expl Mechanics, 1963, 3(3), 67-71.
30. Hung, Y.Y. and Pottinger, M.G. An improved oblique incidence technique for principal strain separation in photoelastic coatings. Expl Mechanics, 1980, 20(5), 170-173.
31. Chaudhari, U.M. and Godbole, P.B. Direct oblique incidence method for reflection photoelasticity. Expl Techniques, 1990, 14(1), 37-39.
32. Freeman, M. H. Optics, 10th edition, 1990, p. 338 (Butterworth, London).