Abstract
A new application of the principles of Tardy's compensation has been suggested in order to determine fractional-order isochromatic fringes, avoiding the necessity of compensating at isolated points. The accuracy of this method, although lower than the accuracy of point-by-point Tardy's compensation, is acceptable for most engineering work.
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Abbreviations
- I 0;1;2 :
-
light flux from first, second and third polarizers
- F 1;2 :
-
modulation functions
- E x0;y0 :
-
components of the light vector at the point of the entrance into the set of retarders
- E x;y :
-
components of the light vector after transformation by the set of retarders
- S(α) :
-
matrix of rotation
- G(Δ):
-
phase matrix
- 2Δ:
-
phase retardation
- α:
-
mutual relative angle of principal directions of the retarders
References
Post, D., “Isochromatic Fringe Sharpening and Fringe Multiplication in Photoelasticity,”Proc. of SESA,12 (2),143–156 (1955).
Richartz, M. andHsu Hsien-Yu, “Analysis of Elliptical Polarization,”Journal Opt. Soc. Amer.,39,136 (1949).
Schwieger, H. andHaberland, J., “Die Abwendung der Aquidensitometrie in der Spannungsoptik”,Bauplanung und Bautecknik,9 (2),71 (1955).
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Cernosek, J. Towards a full-field compensation method. Experimental Mechanics 12, 152–154 (1972). https://doi.org/10.1007/BF02328565
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DOI: https://doi.org/10.1007/BF02328565