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ASTM Selected Technical Papers
Low Cycle Fatigue
By
HD Solomon
HD Solomon
1
General Electric Corporate Research and Development Center
,
Schenectady, New York
;
symposium chairman and co-editor
Search for other works by this author on:
GR Halford
GR Halford
2
NASA-Lewis Research Center
,
Cleveland, Ohio
;
co-editor
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LR Kaisand
LR Kaisand
3
General Electric Corporate Research and Development Center
,
Schenectady, New York
;
symposium chairman and co-editor
Search for other works by this author on:
BN Leis
BN Leis
4
Battelle Columbus Laboratories
,
Columbus, Ohio
;
co-editor
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ISBN-10:
0-8031-0944-X
ISBN:
978-0-8031-0944-5
No. of Pages:
1307
Publisher:
ASTM International
Publication date:
1988

The theory of Kettunen and Kocks allows us to obtain a description of the relationship between the saturation stress amplitude, the saturation plastic strain range, and the number of cycles to fracture that fit the experimental data for fully annealed SAE 1038 steel with at least as comparable agreement as that obtained by the Coffin-Manson law. The parameters C and p of the Kettunen and Kocks relationship can be predicted fairly well from two types of tests: the monotonic stress-strain test and the incremental step test. The method of analysis through the linear multiple regression proposed by Bucher and Grozier for ferritic-pearlitic steels satisfactorily predicts the monotonic properties of the material, and the resistance to total strain cycling can be reliably predicted by the Feltner and Landgraf prediction criterion. When controlled strain amplitudes are greater than ±0.37% instantaneous strain hardening is observed during cyclic straining. For smaller strain amplitudes, cyclic softening occurs.

1.
Burns
,
K. W.
and
Pickering
,
F. B.
, “
Deformation and Fracture of Ferrite-Pearlite Structures
,”
Journal of Iron and Steel Institute
, Vol.
202
,
1964
, pp. 899-906.
2.
Barnby
,
J. T.
and
Johnson
,
M. R.
, “
Fracture in Pearlitic Steels
,”
Metal Science Journal
, Vol.
3
,
1969
, pp. 155-160.
3.
Bruckner
,
W. H.
,
Welding Journal Research Supplement
, Vol.
29
,
1950
, p. 467-s.
4.
Abdel-Raouf
,
H.
,
Benham
,
P. P.
, and
Plumtree
,
A.
, “
Mechanical Behavior and Substructures of Strain Cycled Iron
,”
Canadian Metallurgical Quarterly
, Vol.
10
,
1971
, pp. 87-95.
5.
Feltner
,
C. E.
and
Lairdm
,
C.
, “
The Role of Slip Character in Steady Cyclic Stress-Strain Behavior
,”
Transactions of the American Institute of Mechanical Engineers
, Vol.
245
,
1969
, p. 1372.
6.
Grozier
,
J. D.
and
Bucher
,
J. H.
, “
Correlation of Fatigue Limit with Microstructure and Composition of Ferrite-Pearlite Steels
,”
Journal of Materials
, Vol.
2
,
1967
, pp. 393-407.
7.
Kettunen
,
P. O.
and
Kocks
,
U. F.
, “
Fatigue Studied as a Statistical Theory of Flow Stress and Work-Hardening Phenomenon
,”
Acta Polytechnica Scandinavica
, Vol.
104
,
1971
, pp. 1-23.
8.
Kocks
,
U. F.
, “
A Statistical Theory of Flow Stress and Work-Hardening
,”
Philosophical Magazine
 1478-6435, Vol.
13
,
1966
, pp. 541-566.
9.
Kettunen
,
P. O.
, “
Work-Hardening During Cycling Deformation
,” in
Proceedings
,
Asilomar Conference on Strength of Metals and Alloys
, Vol.
1
,
1970
, pp. 214-218.
10.
Kettunen
,
P. O.
and
Kocks
,
U. F.
, “
On Possible Relation Between Work-Hardening and Fatigue Failure
,”
Scripta Metallurgica
, Vol.
1
,
1967
, pp. 13-17.
11.
Raske
,
D. T.
and
Morrow
,
J. D.
, “
Mechanics of Materials in Low-Cycle Fatigue
,”
Manual on Low-Cycle Fatigue Testing
, ASTM STP 465,
American Society for Testing Materials
,
Philadelphia
,
1969
, pp. 1-26.
12.
Benson
,
D. K.
and
Hancock
,
J. R.
The Effect of Strain Rate on the Cyclic Response of Metals
,”
Metallurgical Transactions
, Vol.
5
,
1974
, pp. 1711-1715.
13.
Bucher
,
J. H.
,
Grozier
,
J. D.
, and
Enrietto
,
J. F.
, “
Strength and Toughness of Hot-Rolled Ferrite-Pearlite Steels
,” in
Fracture
,
Liebowitz
H.
, Ed.,
Academic Press
,
New York
, Vol.
6
, Chapter 5,
1969
, p. 247.
14.
Basquin
,
O. H.
, “
The Exponential Law of Endurance Test
,” in
Proceedings
,
American Society for Testing Materials
, Vol.
10
, Part II,
1910
, p. 685.
15.
Tavernelly
,
J. F.
and
Coffin
,
L. F.
, Jr.
, “
Experimental Support for Generalized Equation Predicting Low Cycle Fatigue
,”
Journal of Basic Engineering, Transactions of ASME
, Vol.
84
, No.
4
,
12
1962
, p. 533.
16.
Manson
,
S. S.
, discussion of Ref ,
Journal of Basic Engineering, Transactions of ASME
, Vol.
84
, No.
4
,
12
1962
, p. 537.
17.
Feltner
,
C. E.
and
Landgraf
,
R. W.
, “
Selecting Materials to Resist Low-Cycle Fatigue
,” Technical Report 69-DE-59,
American Society of Mechanical Engineers Conference
,
New York
, 5–8 May 1968.
18.
Morrow
,
J. D.
, “
Cyclic Plastic Strain Energy and Fatigue of Metals
,” in
Internal Damping and Cyclic Plasticity
, ASTM STP 378,
American Society for Testing and Materials
,
Philadelphia
,
1965
, pp. 45-87.
19.
Wood
,
W. A.
and
Segal
,
R. L.
, “
Annealed Metals Under Alternating Plastic Strain
,”
Proceedings of the Royal Society of London
, Vol.
A242
,
1957
, p. 180.
20.
Keshavan
,
S.
, “
Some Studies on the Deformation and Fracture of Normalized Mild Steel Under Cycling Conditions
,” Ph.D. dissertation,
University of Waterloo
, Canada,
12
1967
.
21.
Tucker
,
L. E.
and
Landgraf
,
R. W.
, “
Proposed Technical Report on Fatigue Properties for the SAE Handbook
,” Technical Report 740279, pp. 1-16, presented at the
Automotive Engineering Congress
,
Detroit
, 25 Feb.–1 March 1974.
22.
Coffin
,
L. F.
, Jr.
, “
Cyclic Straining and Fatigue
,”
Internal Stresses and Fatigue of Metals
,
Rassweiler
G. M.
and
Grube
W. L.
, Eds.,
Elsevier
,
Amsterdam
,
1959
, p. 363.
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