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ASTM Selected Technical Papers
Surface-Crack Growth: Models, Experiments, and Structures
By
WG Reuter,
WG Reuter
Symposium Cochairman and Editor
1
Idaho National Engineering Laboratory
?Idaho Falls, ID 83415-2218
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JH Underwood,
JH Underwood
Symposium Cochairman and Editor
2
U.S. Army Benet Laboratories
?Watervliet, NY 12189
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JC Newman, Jr Jr
JC Newman, Jr Jr
Symposium Cochairman and Editor
3
NASA Langley Research Center
?Hampton, VA 23665
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ISBN-10:
0-8031-1284-X
ISBN:
978-0-8031-1284-1
No. of Pages:
431
Publisher:
ASTM International
Publication date:
1990
eBook Chapter
Optical and Finite-Element Investigation of a Plastically Deformed Surface Flaw Under Tension
By
JC Olinkiewicz
,
JC Olinkiewicz
1
Research assistant, research assistant, and leading professor
, respectively, Laboratory for Experimental Mechanics Research, State University of New York at Stony Brook
, Stony Brook, NY 11794-2300
.
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HV Tippur
,
HV Tippur
1
Research assistant, research assistant, and leading professor
, respectively, Laboratory for Experimental Mechanics Research, State University of New York at Stony Brook
, Stony Brook, NY 11794-2300
.
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FP Chiang
FP Chiang
1
Research assistant, research assistant, and leading professor
, respectively, Laboratory for Experimental Mechanics Research, State University of New York at Stony Brook
, Stony Brook, NY 11794-2300
.
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Page Count:
18
-
Published:1990
Citation
Olinkiewicz, J, Tippur, H, & Chiang, F. "Optical and Finite-Element Investigation of a Plastically Deformed Surface Flaw Under Tension." Surface-Crack Growth: Models, Experiments, and Structures. Ed. Reuter, W, Underwood, J, & Newman, J, Jr. 100 Barr Harbor Drive, PO Box C700, West Conshohocken, PA 19428-2959 : ASTM International, 1990.
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A combined moiré method has been used to experimentally obtain three-dimensional surface deformations in a plastically deformed tensile strip containing a surface flaw. A finite-element approach using experimentally obtained displacements as boundary conditions is followed to investigate the interior deformation fields and to study several parameters of interests such as J, crack-tip singularity and J, crack-mouth opening displacement equivalence for a chosen specimen geometry.
References
1.
Irwin
, G. R.
, “Crack Extension Force for a Part-Through Crack in a Plate
,” Journal of Applied Mechanics
0021-8936, Vol. 29
, 1962
, pp. 651–654.2.
Kobayashi
, A. S.
and Moss
, W. L.
, “Stress Intensity Magnification Factors for Surface Flawed Tension Plate and Notched Round Tension Bar
,” Fracture 1969, Proceedings
, 2nd International Conference on Fracture, Pratt
P. L.
, Ed., 1969
, pp. 31–45.3.
Rice
, J. R.
and Levy
, N.
, “The Part-Through Surface Crack in an Elastic Plate
,” Journal of Applied Mechanics
0021-8936, 1972
, pp. 185–194.4.
Raju
, I. S.
and Newman
, J. C.
, “Stress-Intensity Factors for a Wide Range of Semielliptical Surface Cracks in Finite Thickness Plates
,” Engineering Fracture Mechanics
0013-7944, Vol. 11
, 1979
, pp. 817–829.5.
Newman
, J. C.
and Raju
, I. S.
, “An Empirical Stress-Intensity Factor Equation for the Surface Crack
,” Engineering Fracture Mechanics
0013-7944, Vol. 15
, No. 1–2
, 1981
, pp. 185–192.6.
Smith
, F. W.
and Sorensen
, D. R.
, “The Semi-Elliptical Surface Crack-A Solution by the Alternating Method
,” International Journal of Fracture
, Vol. 12
, No. 1
, 1976
, pp. 47–57.7.
Smith
, C. W.
, Peters
, W. H.
, Kirby
, G. C.
, and Andonian
, A.
, “Stress-Intensity Distribution for Natural Flaw Shapes Approximating ‘Benchmark’ Geometries
,” Fracture Mechanics (13th Conference)
, ASTM STP 743, Roberts
Richard
, Ed., American Society for Testing and Materials
, Philadelphia
, 1981
, pp. 422–437.8.
Ayres
, D. J.
, “A Numerical Procedure for Calculating Stress and Deformation Near a Slit in a Three-Dimensional Elastic-Plastic Solid
,” Engineering Fracture Mechanics
0013-7944, Vol. 2
, 1970
, pp. 87–106.9.
Levy
, N.
, Marcal
, P. V.
, and Rice
, J. R.
, “Progress in Three-Dimensional Elastic-Plastic Stress Analysis for Fracture Mechanics
,” Nuclear Engineering and Design
0029-5493, Vol. 17
, 1971
, pp. 64–75.10.
Francis
, P. H.
, Davidson
, D. L.
, and Forman
, R. G.
, “An Experimental Investigation in the Mechanics of Deep, Semi-Elliptical Surface Cracks into Mode-I Loading
,” Engineering Fracture Mechanics
0013-7944, Vol. 4
, 1972
, pp. 617–635.11.
Parks
, D. M.
and White
, C. S.
, “Elastic-Plastic Line Spring Finite Elements for Surface Cracked Plates and Shells
,” Journal of Pressure Vessel Technology
0094-9930, Vol. 104
, 1982
, pp. 287–292.12.
King
, R. B.
, Cheng
, Y. W.
, Read
, D. T.
, and McHenry
, H. I.
, “J-Integral Analysis of Surface Cracks in Pipeline Steel Plates
,” Elastic-Plastic Fracture: Second Symposium. Volume I: Inelastic Crack Analysis
, ASTM STP 803, American Society for Testing and Materials
, Philadelphia
, Shih
C. F.
and Gudas
J. P.
, Eds., 1983
, pp. 1444–1457.13.
Read
, D. T.
, McHenry
, H. I.
, and Petrovski
, B.
, “Elastic Plastic Models of Surface Cracks in Tensile Panels
,” Proceedings of the SEM Fall Conference on Experimental Mechanics
, 1986
, pp. 210–216.14.
Reuter
, W. G.
and Epstein
, J. S.
, “Experimental Measurements of CTOD for Two Surface Cracks Configurations
,” Proceedings of the SEM Fall Conference on Experimental Mechanics
, 1986
, pp. 263–269.15.
Chiang
, F. P.
and Hareesh
, T. V.
, “Three-Dimensional Crack Tip Deformation: An Experimental Study and Comparison to HRR Field
,” International Journal of Fracture
, Vol. 36
, 1988
, pp. 243–257.16.
Chiang
, F. P.
, “Techniques of Optical Spatial Filtering Applied to the Processing of Moiré Fringe Patterns
,” Experimental Mechanics
, 11
1969
, pp. 523–526.17.
Hareesh
, T. V.
and Chiang
, F. P.
, “Integrated Experimental-Finite Element Approach for Studying Elasto-Plastic Crack Tip Fields
,” Journal of Engineering Fracture Mechanics
, Vol. 31
, No. 3
, 1988
, pp. 451–461.
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