Skip to Main Content
Skip Nav Destination
ASTM Selected Technical Papers
MiCon 90: Advances in Video Technology for Microstructural Control
By
GF Vander Voort
GF Vander Voort
1
Carpenter Technology Corporation
?
Symposium chairman and editor
Search for other works by this author on:
ISBN-10:
0-8031-1399-4
ISBN:
978-0-8031-1399-2
No. of Pages:
397
Publisher:
ASTM International
Publication date:
1991

An optical system, similar in concept to a telecentric lens system, has been developed to decouple in-plane surface deformations from out-of-plane motions for magnified images of a specimen under loading. The key parameters of the optical system were identified and rigorous testing of a prototype system was completed. The range in system parameters that can be used to eliminate the effect of out-of-plane motion (ΔSo) when ΔSo is less than a pre-specified magnitude (β) was experimentally quantified. Using the test results, an optical system was designed, built and successfully tested.

Images of two test specimens at various loads are obtained at magnifications ranging from 2X to 6X, after testing was performed to ensure that the specimens do not move out-of-plane more than β during the loading history. First, images of a specimen undergoing uniaxial loading are acquired. Next, images of a single edge cracked specimen under load are obtained. For both specimens, the in-plane surface displacement field is determined by using digital image correlation of image subsets. Displacement gradients on the surface are computed after smoothing the displacement data. It is shown that the optical system developed in this work can be combined with a digital correlation method to accurately quantify in-plane surface deformations independent of the out-of-plane motion for magnifications up to 6X. Similar considerations will allow one to use the methodology with larger or smaller magnification factors.

1.
Durelli
,
A.J.
and
Parks
,
V.J.
, “
Moire Fringes as Parametric Curves
,”
Experimental Mechanics
,
7
(
3
), 97–104 (
1967
).
2.
Post
D.
, “
Developments in Moire Interferometry
,”
Optical Engineering
,
21
(
3
), 458–467 (
1982
).
3.
Gabor
,
D.
, “
A New Microscope Principle
,”
Nature
,
161
, 177–178 (
1949
).
4.
Vest
,
C.M.
,
Holographic Interferometry
,
John Wiley and Sons
,
New York
(
1979
).
5.
Leendertz
,
J.A.
, “
Interferometric Displacement Measurement on Scattering Surfaces Utilizing Speckle Effect
,”
Journal for Physics E: Scientific Instruments
,
3
, 214–218 (
1970
)
6.
Archbold
,
E.
,
Burch
,
J.M.
and
Ennos
,
A.E.
, “
Recording on In-Plane Surface Displacement by Double Exposure Speckle Photography
,”
Optica Acta
,
17
, 883–898 (
1970
)
7.
Archbold
,
E.
,
Ennos
,
A.E.
, “
Displacement Measurement from Double-Exposure Laser Photographs
,”
Optica Acta
,
19
,
253–271
(
1972
).
8.
Duffy
,
D.E.
, “
Moire Gauging of In-Plane Displacement Using Double Aperture Imaging
,”
Applied Optics.
,
11
(
8
), 1778–1781 (
1982
)
9.
Hung
,
Y.Y.
, “
A speckle-Shearing Interferometer: A Tool for Measuring Derivatives of Surface Displacements
,”
Optics Communications
,
11
(
2
), 132–135 (
1974
)
10.
Chiang
,
F.P.
and
Asundi
,
A.
, “
White Light Speckle Method of Experimental Strain Analysis
,”
Applied Optics
,
18
(
4
), 409–411 (
1979
).
11.
Sutton
,
M.A.
,
Cheng
,
M.
,
Peters
,
W.H.
, III
,
Chao
,
Y.J.
, and
McNeill
,
S.R.
, “
Application of an Optimized Digital Correlation Method to Planar Deformation Analysis
”,
Image and Vision Computing
,
4
, pp. 143–150, (
1986
).
12.
Bruck
,
H.A.
,
McNeill
,
S.R.
,
Sutton
,
M.A.
, and
Peters
,
W.H.
, III
, “
Digital Image Correlation Using Newton-Raphson Method of Partial Differential Corrections
”,
Experimental Mechanics
,
29
(
3
), pp. 261–268 (
1989
).
13.
Bruck
,
H.A.
,
McNeill
,
S.R.
,
Russell
,
S.S.
, and
Sutton
,
M.A.
, “
Use of Digital Image Correlation for the Determination of Displacements and Strains
”, Nondestructive Testing of Aerospace Requirements, ed.
Workman
G.L.
,
Gordon and Breach
, pp. 99–111 (
1989
).
14.
Chae
,
T.
,
Bruck
,
H.
,
Sutton
,
M.A.
and
Turner
,
J.L.
, “
Quantitative Assessment of the Accuracy of Displacements and Displacement Gradients Obtained from Measured Surface Displacement Data
”,
Experimental Mechanics
,
29
(
3
), pp. 261–267 (
1989
).
15.
Sutton
,
M.A.
,
McNeill
,
S.R.
,
Jang
,
J.
and
Babai
,
M.
, “
Effect of Subpixel Image Restoration on Digital Correlation Error Estimates
”,
Optical Engineering
,
27
(
10
), pp. 870–877 (
1988
).
16.
Durig
,
Bryan
, “
Digital Image Processing and Computer Data Acquisition in Biomechanics and Fracture Mechanics
”, Ph.D. Thesis in
Dept of Mech. Engr. at the University of South Carolina
(
1988
).
17.
Hurschler
,
Christof
,
Thermal Shock of an Edge Cracked Plate: Experimental Determination of the Stress Intensity Factor by Digital Image Correlation
”, M.S. Thesis in the
Dept. of Mech. Engr. at the University of South Carolina
(
1989
).
18.
Chitale
,
Parijat
, “
Recognition of Printed Numerals on I.C. Chips
”, M.S. Thesis in the
Dept. of Mech. Engr. at the University of South Carolina
(
1989
).
19.
Bruck
,
H.A.
, “
Analysis of 3-D Effects Near the Crack Tip on Rice's 2-D J-Integral Using Digital Image Correlation and Smoothing Techniques
”, M.S. Thesis in the
Dept. of Mech. Engr. at the University of South Carolina
(
1989
).
20.
Klein
,
M.V.
,
Optics
,
John Wiley and Sons
,
New York
(
1970
).
21.
Busby
,
H.R.
, and
Dohrman
,
C.R.
, “
Algorithms for Smoothing Noisy Data with Spline Functions and Smoothing Parameter Selection
”,
Proceedings of the VI International Congress on Experimental Mechanics
, Vol.
II
, pp. 843–849, (
1988
).
This content is only available via PDF.
You do not currently have access to this chapter.
Close Modal

or Create an Account

Close Modal
Close Modal