Advances in Speckle Metrology and Related Techniques by Guillermo H. Kaufmann

By Guillermo H. Kaufmann

Speckle metrology contains numerous optical innovations which are in line with the speckle fields generated by way of mirrored image from a coarse floor or by way of transmission via a coarse diffuser. those concepts have confirmed to be very important in checking out assorted fabrics in a non-destructive means. they've got replaced dramatically over the last years because of the improvement of contemporary optical elements, with quicker and extra strong electronic desktops, and novel information processing methods.
This latest review of the subject describes new recommendations built within the box of speckle metrology over the past decade, in addition to purposes to experimental mechanics, fabric technological know-how, optical checking out, and fringe research.

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The measurement of both inner and outer cylindrical surface deformations by digital speckle pattern interferometers using conical mirror is a very appropriate and natural way. Shape deviations caused by mechanical or thermal deformations of bearings, shafts, pistons, and cylinders are of very great engineering interest. This chapter shows that DSPI can be successfully used for that. K. (2001) Digital speckle 2 3 4 5 6 pattern interferometry and related techniques, in Digital Speckle Pattern Interferometry and Related Techniques (ed.

2003) Preliminary evaluation: the indentation method combined with a radial interferometer for residual stress measurement. SEM Annual Conference and Exposition on Experimental and Applied Mechanics, Society of Experimental Mechanics. T. (1982) Brief investigation of 36 Mathar, J. (1934) Determination of initial induced drilling stresses in the centre-hole method of residual stress measurement. Exp. , 22, 26–30. 34 Asundi, A. and Wenzen, Z. (1998) Fast phase-unwrapping algorithm based on a gray-scale mask and flood fill.

Note that, due to Poisson’s effect, the number of fringes in the vertical axis is about three times larger than that in the horizontal one. In order to quantify the rigid body translations or mechanical stress fields from the measured radial in-plane displacement field, two approaches can be used, namely, (i) the Fourier approach or (ii) the least squares one. The former uses data of a single sampling circle, concentric with the polar origin, and the latter uses the whole image. For the Fourier approach, a finite number of regularly spaced sampling points can be extracted from the same circular line all the way around 360 .

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