Abstract
In the previous chapter, data acquisition by fringe skeleton identification was discussed. The skeleton identification became much simpler and effective if intensity variations over the fringe field were also taken into account. In view of skeleton identification, the data being collected is restricted to these zones. In the early stages of automatic acquisition of photoelastic data, several point-by-point methods were proposed which also utilised intensity information for automation. In these techniques, either the analyzer/polarizer or the compensator is rotated continuously to produce a modulated intensity signal at the point of interest. Data is recorded based on either the intensity signal is monitored for its minimum value or the phase of the modulated signal is compared with that of a reference signal [1-11]. Thus, the use of intensity information in some form has always attracted researchers to improve the methodology of data acquisition in photoelasticity.
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References
Zandman F (1959) Photostress analysis. Product Engng
Sapaly J (1961) Contribution a 1’Etude de la Photoextensometric Statique et dynamique, Th Sc Phys Series A3761 (4612)
Robert AJ (1967) New methods in photoelasticity. Exp Mech 7:224–232
Pant B (1963) A method for determining integral fringe orders in photoelastic analysis. Exp Mech 3:173–174
Young WC (1969) An automated process for three-dimensional photoelastic analysis. 9:275–280
Penkovsky AI, Ad agamova RT, Kulikov NN, Kapalov WP, Kuzmina RI (1971) Automatic apparatus for photoelastic investigations. Proc of VII all union Conference on Photoelasticity Tallin: 106-110
Allison and Nurse P (1971) Optical data acquisition for an automatic polariscope. Proc of VII all union Conference on Photoelasticity Tallin:93-105
Redner S (1974) New automatic polariscope system. Exp Mech 14:486–491
Allison, Nurse P (1979) Interactive control for an automatic polariscope. Strain 15:90–94
Patterson EA (1988) Automated photoelastic analysis. Strain 24(l):15–20
Marston RE (1985) An automatic micropolariscope its design, development and use for tubular joint stress analysis. PhD thesis, University of Nottingham
Hecker FW, Morche B (1986) Computer-aided measurement of relative retardations in plane photoelasticity. In: Wieringa H (ed) Experimental stress analysis. Martinus Nijhoff, Dordrecht, The Netherlands, pp 535–542
Patterson EA, Wang ZF (1991) Towards full field automated photoelastic analysis of complex components. Strain 27(2):49–56
Ramesh K, Mangal SK (1998)Data acquisition techniques in digital photoelasticity: a review. Optics and Lasers in Engng 30(l):53–75 Errata (1999) 31:85
Ajovalasit A, Barone S, Petrucci G (1998) A review of automated methods for the collection and analysis of photoelastic data. J of Strain Analysis for Engng Des 33(2):75–91
Barone S, Burriesci G, Petrucci G (1997) Automated photoelasticity by phase stepping technique. Proc of XIV Imeko World Congress, Tampere IXA:57-62
Quiroga J A, Gonzdlez-Cano A (1997) Phase measuring algorithm for extraction of isochromatics of photoelastic fringe patterns. Appl Optics 36(32):8397–8402
Wang ZF, Patterson EA (1995) Use of phase-stepping with demodulation and fuzzy sets for birefringence measurement. Optics and Lasers in Engng 22:91–104
Ramesh K, Mangal SK (1999) Phase-shifting calculations in 2-D photoelasticity: revisited. Unpublished work
Ajovalasit A, Barone S, Petrucci G (1998) A method for reducing the influence of the quarter-wave plate error in phase-shifting photoelasticity. J Strain Analysis for Engng Des 33(3):207–216
Mangal SK, Ramesh K (1999) Use of multiple loads to extract continuous isoclinic fringes by phase-shifting. Strain 35(1):15–17 Errata (1999). 35(2):76
Ekman MJ, Nurse AD (1998) Absolute determination of the isochromatic parameter by load-stepping photoelasticity. Exp Mech 38(3): 189–195
Ekman MJ, Nurse AD (1998) Completely automated determination of twodimensional photoelastic parameters using load stepping. Opt Engng 37(6) 1845–1851
Sarma VSSSR, Pillai SA, Subramanian G, Varadan TK (1992) Computerized image processing for whole-field determination of isoclinics and isochromatics. Exp Mech 32(l):24–29
Asundi A (1993) Phase shifting in photoelasticity. Exp Tech 17(l):19–23
Kihara T (1990) Automatic whole-field measuremet of photoelasticity using linear polarised incident light. Proc of IX Int Conference of Experimental Mechanics Copenhagen 2:821–827
Dupré JC, Bremand F, Lagarde A (1993) Photoelastic data processing through digital image processing: isostatics and isochromatics reconstruction. Presented at the Int Conference on Photoelasticity: New Instrumentation, Materials and Data Processing Techniques, London
Brown GM, Sullivan JL (1990) The computer-aided holophotoelastic method. Exp Mech 30(2): 135–144
Quan C, Bryanston-Cross PJ, Judge TR (1993) Photoelasticity stress analysis using carrier fringe and FFT techniques. Optics and Lasers in Engng 18:79–108
Morimoto Y, Morimoto Jr Y, Hayashi T (1994) Separation of isochromatics and isoclinics using Fourier transform. Exp Tech 18(5): 13–17
Ng TW (1997) Photoelastic stress analysis using an object step loading method. Exp Mech 37:137–141
Creath K (1988) Phase-measurement interferometry techniques. In: Wolf E (ed) Progress in optics. Elsevier, Amsterdam 26:349–393
Nurse AD (1997) Full-field automated photoelasticity using a three-wavelength approach to phase-shifting. Appl Optics 36:5781–5786
Srinath LS, Sarma VSSSR (1973) Determination of integral fringe orders in photoelasticity. Exp Mech 13:138
Buckberry C, Towers D (1996) New approaches to the full-field analysis of photoelastic stress patterns. Optics and Lasers in Engng 24:415–428
Patterson EA, Wang ZF (1998) Simultaneous observation of phase-stepped images for automated photoelasticity. J Strain analysis for Engng Des 33(1): 1–15
Theocaris PS, Gdoutos EE (1979) Matrix theory of photoelasticity. Springer-Verlag, Berlin Heidelberg
Ramesh K, Ganapathy V (1996) Phase-shifting methodologies in photoelastic analysis - the application of Jones calculus. J Strain analysis for Engng Des 31(6):423–432
Ji W, Patterson EA (1998) Simulation of error in automated photoelasticity. Exp Mech 38(2): 132–139
Ramesh K, Sreedhar D (1998) Optically enhanced tiling (OET) in digital fringe pattern analysis. Strain 34(4): 127–131
Ramesh K (1997) PHOTOSOFT_H: a comprehensive photoelasticity simulation module to teach the technique of photoelasticity. Int J Mechanical Engng Education 25(4):306–324
Ramesh K, Deshmukh SS (1997) Automation of white light photoelasticity by phase shifting technique using colour image processing hardware. Optics and Lasers in Engng 28(l):47–60
Ramesh K, Kelkar AA (1995) Automatic ordering of isochromatic fringes - a new methodology. Strain 31(3):95–99
Ramesh K, Kelkar AA (1995)Automatic fringe ordering of photoelastic fringes - a new methodology. Proc of Int conference on Mechanics of Solids and Materials Engineering (MSME 95) Singapore:895–900
Haake SJ, Wang ZF, Patterson EA (1993) Evaluation of full field automated photoelastic analysis based on phase stepping. Exp Tech 17(6): 19–25
Haake SJ, Patterson EA (1995) Photoelastic analysis using automated polariscopes. Proc of Int conference on Mechanics of Solids and Materials Engineering (MSME 95) Singapore:884–888
Carazo-Alvarez J, Haake SJ, Patterson EA (1994) Completely automated photoelastic fringe analysis. Optics and Lasers in Engng 21:133–149
Manish Jhawaar, Arun N, Ajay Singh (1990) Design and fabrication of an automatic polariscope. B. Tech project, Dept of Mech Engng, IIT Kanpur
Patterson EA, Ji W, Wang ZF (1997) On image analysis for birefringence measurement in photoelasticity. Optics and Lasers in Engng 28(1): 17–36
Kihara T (1994) Automatic whole-field measurement of principal stress directions using three wavelengths. Proc of X Int Conference on Experimental Mechanics Lisbon 1:95–99
Petrucci G (1997) Full-field automatic evaluation of an isoclinic parameter in white light. Exp Mech 37(4):420–426
Mawatari S, Takashi M, Toyada Y, Kunio T (1990) A single valued representative function for determination of principal stress direction in photoelastic analysis. Proc of IX Int conference on Experimental Mechanics Copenhagen 5:2069–2078
Chen TY, Lin (1996) An improved method for whole field automatic measurement of principal stress direction. Abst proc VIII Int Conference on Experimental Mechanics: 178-179
Rupeng W (1987) The image photo-carrier theory and its application to the determination of principal stress direction. Proc of SPIE on Photomechanics and Speckle Meterology 814:257–260
Ji W, Patterson EA (1998) A simulation of a polariscope for error analysis in automated photoelasticity. Proc of XI Int Conference on Experimental Mechanics, University of Oxford, Allison (ed)Balkema, Rotterdam:521–526
Ramesh K, Ganapathy V (1995) Comparative performance evaluation of various phase shifting algorithms in photoelasticity. Proc Of ICAME Held at IISc Bangalore, Narosa publishing House, New Delhi: 1191–1204
Sarma AVSSSR, Pillai SA, Subramanian G, Varadan TK (1995) Digital image processing for the determination of isochromatics in photoelasticity. J Aero Soc India 47(3): 127–130
Plouzennec N, Dupré JC, Lagade A (1999) Whole field determination of isoclinic and isochromatic parameters. Exp Tech 23:30–33
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Ramesh, K. (2000). Phase Shifting, Polarization Stepping and Fourier Transform Methods. In: Ramesh, K. (eds) Digital Photoelasticity. Springer, Berlin, Heidelberg. https://doi.org/10.1007/978-3-642-59723-7_5
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DOI: https://doi.org/10.1007/978-3-642-59723-7_5
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