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TECHNICAL PAPERS

Friction Reduction in the Sliding of an Elastic Half-Space Against a Rigid Surface Due to Incident Rectangular Dilatational Waves

[+] Author and Article Information
George G. Adams

Department of Mechanical Engineering, Northeastern University, Boston, MA 02115e-mail: adams@neu.edu

J. Tribol 122(1), 10-15 (Jun 09, 1999) (6 pages) doi:10.1115/1.555368 History: Received February 04, 1999; Revised June 09, 1999
Copyright © 2000 by ASME
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References

Figures

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An elastic half-space sliding against a rigid surface under the influence of an incident dilatational wave
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The parameter α versus the angle θ0 of the incident wave, for ν=0.3 and for various positive values of the friction coefficient μ
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The parameter α versus the angle θ0 of the incident wave, for ν=0.3 and for various negative values of the friction coefficient μ
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The parameter γ=(V0/c2)/(−σa/G) versus the angle θ0 of the incident wave, for ν=0.3 and for various positive values of the friction coefficient μ
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The parameter γ=(V0/c2)/(−σa/G) versus the angle θ0 of the incident wave, for ν=0.3 and for various negative values of the friction coefficient μ
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Apparent friction coefficient (μ*) versus wave friction coefficient (μ) for θ0=30°,aσa/p*(π−a)=−0.2,ν=0.3, and for various values of interface friction μ̄
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Apparent friction coefficient (μ*) versus parameter γ=(V0/c2)/(−σa/p*) for θ0=30°,aσa/p*(π−a)=−0.2,ν=0.3, and for various values of interface friction μ̄
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Apparent friction coefficient (μ*) versus wave friction coefficient (μ) for θ0=60°,aσa/p*(π−a)=−0.2,ν=0.3, and for various values of interface friction μ̄
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Apparent friction coefficient (μ*) versus parameter γ=(V0/c2)/(−σa/p*) for θ0=60°,aσa/p*(π−a)=−0.2,ν=0.3, and for various values of interface friction μ̄

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