An Elliptic Elastic-Plastic Asperity Microcontact Model for Rough Surfaces

Author:

Horng Jeng Haur1

Affiliation:

1. Department of Power Mechanical Engineering, National Huwei Polytechnic Institute, Huwei, Yunlin, Taiwan, 70101

Abstract

An elastic-plastic microcontact model, that takes into account the directional nature of surface roughness, is proposed for elliptic contact spots between anisotropic rough surfaces. In addition, the plasticity index was modified to suit more general geometric contact shapes. This contact model, which expands the usefulness of the CEB model, is also utilized to determine the effect of effective radius ratio (γ) on microcontact behavior and to compare the results of this model and other models under different surface topographies. The results show that the elliptic contact model and circular contact model deviate considerably in regard to the separation (h), total real contact area (At), plastic area (Ap) and plasticity index (Ψ). The present model can be simplified to become other stochastic models.

Publisher

ASME International

Subject

Surfaces, Coatings and Films,Surfaces and Interfaces,Mechanical Engineering,Mechanics of Materials

Reference23 articles.

1. Bush A. W. , GibsonR. D., and ThomasT. R., 1975, “The Elastic Contact of a Rough Surface,” Wear, Vol. 35, pp. 87–111.

2. Bush A. W. , GibsonR. D., and KeoghG. P., 1979, “Strong Anisotropic Rough Surface,” ASME JOURNAL OF TRIBOLOGY, Vol. 101, pp. 15–20.

3. Chang, W. R., 1986, “Contact, Adhesion and Static Friction of Metallic Rough Surfaces,” Ph.D. thesis, University of California, Berkeley.

4. Chang W. R. , EtsionI., and BogyD. B., 1987, “An Elastic-Plastic Model for the Contact of Rough Surfaces,” ASME JOURNAL OF TRIBOLOGY, Vol. 110, pp. 50–56.

5. ESDU Iterm No. 78035, 1978, “Contact Phenomana 1: Stresses, Deflection and Contact Dimensions for Normally-Loaded Unlubricated Elastic Components,” ESDU Ltd.

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