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Journal ArticleDOI

Speckle photography fringe analysis: assessment of current algorithms.

Jonathan M. Huntley
- 15 Oct 1989 - 
- Vol. 28, Iss: 20, pp 4316-4322
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TLDR
The accuracy and reliability of four fringe analysis algorithms have been assessed, using Young's fringe patterns calculated from computer generated speckle patterns, with the lowest errors given by the 2-D Fourier transform method.
Abstract
The accuracy and reliability of four fringe analysis algorithms have been assessed, using Young's fringe patterns calculated from computer generated speckle patterns. The 1-D integration, 1-D autocorrelation, 2-D Fourier transform, and 2-D Walsh transform methods all estimated the two in-plane displacement components with negligible systematic error; the random errors were found to vary in proportion to sigma(2)/VR (speckle diameter = sigma, fringe visibility = V, and radius of laser probe beam = R), with the lowest errors given by the 2-D Fourier transform method.

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Citations
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Journal ArticleDOI

Review of experimental techniques for high rate deformation and shock studies

TL;DR: In this paper, a variety of techniques used to obtain the mechanical properties of materials at high rates of strain (⩾10 s−1) are summarised, including dropweight machines, split Hopkinson pressure bars, Taylor impact and shock loading by plate impact.
Journal ArticleDOI

Particle image velocimetry: A review

TL;DR: The evolution of particle image velocimetry (PIV) from its various roots is discussed in this paper, where the importance of these roots and their influence on different trends in the speciality are described.
Journal ArticleDOI

Electronic speckle photography: analysis of an algorithm giving the displacement with subpixel accuracy.

TL;DR: An algorithm based on a two-dimensional discrete cross correlation between subimages from different images is presented, and the reliability and accuracy is analyzed by using computer-generated speckle patterns.
Journal ArticleDOI

Electronic speckle photography: increased accuracy by nonintegral pixel shifting.

TL;DR: The improved algorithm was found to determine displacement components with an uncertainty of less than 1% of a pixel and with negligible systematic errors in ideal experimental conditions.
Journal ArticleDOI

Accuracy in electronic speckle photography

TL;DR: The estimated correlation was found to be the combined effect of three mutually competing factors because of classical speckle correlation, subimage overlap, and displacement gradients.
References
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Journal ArticleDOI

Instantaneous velocity field measurements in unsteady gas flow by speckle velocimetry

TL;DR: An application of speckle photography techniques to unsteady gas flow measurements is presented and it is shown that 2-D velocity fields can be measured even when the flow is not perfectly 2D.
Journal ArticleDOI

Automatic fringe analysis with a computer image-processing system

TL;DR: The application of a general-purpose image-processing computer system to automatic fringe analysis is presented and three areas of application have been examined where the use of a system based on a random access frame store has enabled a processing algorithm to be developed to suit a specific problem.
Journal ArticleDOI

An image processing system for the analysis of speckle photographs

TL;DR: A fully automatic electro-optical system for measuring the displacement field from a double exposure speckle photograph is described, based on a mechanically scanned photodiode array.

Hybrid optical and electronical image processing for strain measurements by speckle photography

TL;DR: A Young's fringe processor for speckle photographs is described and automatically measures fringe separation and orientation with an accuracy of 1% and 1 degrees, respectively.
Journal ArticleDOI

An electro-optical read-out system for analysis of speckle photographs

TL;DR: An electro-optical read-out system for measuring displacement and strain fields from a double exposure speckle photograph is described in this article, where the optical system uses a cylindrical element to project the 1-D Fourier transform, with minimal distortion of the spacing of the fringe pattern.
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