Roller/race misalignment and deformation are used for calculating analytically the pressure distribution along the roller/race contact and the final roller/race load and moment. Use is made of the surface crowns and race undercuts for calculating contact dimensions with their possible truncations at large misalignment or loads. The pressure distribution is not symmetrical when misalignment occurs. This analytical development was possible by using a slicing technique in which the local roller/race geometrical interference was calculated in each slice of the contact. A mix of point and line contact Hertzian solutions developed in a companion paper “Part I” is used for obtaining the final load per slice. The final analytical solutions (load, moment and pressure) are successfully compared to two numerical solutions described briefly. The analytical model has been slightly fine-tuned using correction factors obtained by curve-fitting for matching the results to the numerical ones. In the curve-fitting, the single radius profile and multi-radius profile are distinguished.
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July 2001
Technical Papers
An Engineering Approach to Non-Hertzian Contact Elasticity—Part II
Luc Houpert, Scientist and Manager,
Luc Houpert, Scientist and Manager,
Fundamentals and Performance Modeling, Timken Research B.P. 89, 68002 Colmar Cedex, France
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Luc Houpert, Scientist and Manager,
Fundamentals and Performance Modeling, Timken Research B.P. 89, 68002 Colmar Cedex, France
Contributed by the Tribology Division of THE AMERICAN SOCIETY OF MECHANICAL ENGINEERS for presentation at the STLE/ASME Tribology Conference, Seattle, WA, October 1–4. Manuscript received by the Tribology Division Feb. 11, 2000; revised manuscript received July 10, 2000. Paper No. 2000-TRIB-43. Associate Editor: B. O. Jacobson.
J. Tribol. Jul 2001, 123(3): 589-594 (6 pages)
Published Online: July 10, 2000
Article history
Received:
February 11, 2000
Revised:
July 10, 2000
Citation
Houpert, L. (July 10, 2000). "An Engineering Approach to Non-Hertzian Contact Elasticity—Part II ." ASME. J. Tribol. July 2001; 123(3): 589–594. https://doi.org/10.1115/1.1308042
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