Finite element simulation is performed for rolling contact over four different size spherical dents. Two rolling contacts are simulated using a portion of a sphere as a counter-face to the dented half-space. The effect of dent size on the pressure distribution and fatigue failure location for dry point contact is studied. The material model used was adjusted to match both the stress amplitude versus strain range curve and ratchetting experimental data for 52100 bearing steel.
Issue Section:
Technical Papers
1.
Lorosch, H. K., 1982, Influence of Load on the Magnitude of the Life Exponent for Roller Bearings, J. C. Hoo, ed., ASTM STP 771, pp. 275–292.
2.
Bastias, P. C., Bhargava, V., Bower, A. P., Du, J., Gupta, V., Hahn, G. T., Kulkarni, S. M., Kumar, A. M., Leng, X., and Rubin, C. A., 1991, “Analysis Of Rolling Contact Spall Life In 440C Steel Bearing Rims,” Final Report NAS8-37764 for George C. Marshall Space Flight Center.
3.
Tallian
, T. E.
, 1967
, “On Competing Modes in Rolling Contact
,” ASLE Trans.
, 10
, pp. 418
–439
.4.
Lubrecht, A. A., Venner, C. H., Lane, S, Jacobsen, B. O., and Ioannides, E., 1990,
Proc. Japan Int. Tribology Conf. (Nagoya) I (Japanese Society of Tribologists)
, pp. 185—90. 5.
Lubrecht, A. A., Dwyer-Joyce, R. S., and Ioannides, E., 1992, “Analysis of the Influence of Indentations on Contact Life,” Proceedings of 18th Leeds-Lyon Symposium on Tribology, Elsevier, Amsterdam, pp. 173–181.
6.
Gupta
, V.
, Bastias
, P. C.
, Hahn
, G. T.
, and Rubin
, C. A.
, 1995
, “Influence of Indent Geometry on Repeated Two-Dimensional Rolling Contact
,” ASME J. Tribol.
, 117
, pp. 655
–659
.7.
Gupta
, V.
, Hahn
, G. T.
, Bastias
, P. C.
, and Rubin
, C. A.
, 1995
, “Contribution of Surface Irregularities to Rolling Contact Plasticity in Bearing Steels
,” ASME J. Tribol.
, 117
, pp. 660
–666
.8.
McDowell, D. L., and Moyar, G. J., 1986, “A More Realistic Model of Nonlinear Material Response: Application to Elastic-Plastic Rolling Contact,” Second International Symposium on Contact Mechanics and Wear of Rail/Wheel Systems, July 8–11, University of Rhode Island, Kingston, RI.
9.
McDowell
, D. L.
, 1985
, “A Two Surface Theory for Non-Proportional Cyclic Plasticity, Part 1: Development of Appropriate Equations
,” ASME J. Appl. Mech.
, 52
, pp. 298
–302
.10.
McDowell
, D. L.
, 1985
, “A Two Surface Theory for Non-Proportional Cyclic Plasticity, Part 2: Comparison of Theory with Experiments
,” ASME J. Appl. Mech.
, 52
, pp. 303
–308
.11.
Howell
, M. B.
, Hahn
, G. T.
, Rubin
, C. A.
, and McDowell
, D. L.
, 1994
, “Finite Element Analysis of Rolling Contact for Nonlinear Kinematic Hardening Bearing Steel
,” ASME J. Tribol.
, 117
, pp. 729
–736
.12.
Dommarco
, R. C.
, Bastias
, P. C.
, Hahn
, G. T.
, and Rubin
, C. A.
, 2002
, “The Use of Artificial Defects in the 5-Ball-Rod Rolling Contact Fatigue Experiments
,” Wear
, 252
, pp. 430
–437
.13.
Armstrong, P. J., and Frederick, C. O., 1966, A Mathematical Representation of the Multiaxial Bauschinger Effect, CEGB Report RD/B/N731, Berkeley Nuclear Laboratories.
14.
Ohno
, N.
, and Wang
, J. D.
, 1993
, “Kinematic Hardening Rules with Critical State of Dynamic Recovery, Part I: Formulation and Basic Features for ratchetting Behavior
,” Int. J. Plast.
, 9
, pp. 375
–390
.15.
McDowell
, D. L.
, 1995
, “Stress State Dependence of Cyclic Ratchetting Behavior of Two Rail Steels
,” Int. J. Plast.
, 11
, pp. 397
–421
.16.
Howell, M. B., 2001, “Analysis of Repeated Pure Rolling Contact Over A Dent Defect With Nonlinear Kinematic-Hardening Material Behavior,” Ph.D. dissertation, Vanderbilt University, Nashville, TN.
17.
Hahn
, G. T.
, Bhargava
, V.
, and Chen
, Q.
, 1990
, “The Cyclic Stress-Strain Properties, Hysteresis Loop Shape, and Kinematic Hardening of Two High Strength Bearing Steels
,” Metall. Trans. A
, 21A
, pp. 653
–665
.18.
Glover, D., “A Ball-Rod Rolling Contact Fatigue Tester,” J. J. C. Hoo, ed., ASTM STP 771, pp. 107–124.
19.
Cheng
, W.
, Cheng
, H. S.
, and Keer
, L. M.
, 1994
, “Experimental Investigationon Rolling/Sliding Contact Fatigue Crack Initiation with Artificial Defects
,” Tribol. Trans.
, 37
, pp. 1
–12
.20.
Wedeven
, L. D.
, and Cusano
, C.
, 1979
, “Elasohydrodynamic Film Thickness of Artificially Produced Surface Dents and Grooves
,” ASLE Trans.
, 21
(4
), pp. 369
–381
.21.
Ai
, X.
, and Cheng
, H. S.
, 1994
, “The Influence of Moving Dent on Point EHL Contacts
,” STLE Tribol. Trans.
, 37
(2
), pp. 323
–335
.22.
Bhargava
, V.
, Hahn
, G. T.
, and Rubin
, C. A.
, 1990
July, “Rolling Contact Deformation, Etching Effects, and Failure of High-Strength Bearing Steel
,” Metall. Trans. A
, 21A
, pp. 1990
–1921
.Copyright © 2004
by ASME
You do not currently have access to this content.