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Prediction of friction coefficient for polymer-coated mechanical elements

The concept of polymer coating of mechanical elements to improve frictional properties has gained practical acceptance based on experimental evidence. However, application of this technique to tribological joints has remained limited to prototype experimental results. The present work aims to predic...

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Published in:Surface & coatings technology 1992-12, Vol.56 (1), p.39-46
Main Authors: El Mowafi, S.A., Khorshid, S.A.Y., Mokhtar, M.O.A.
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Language:English
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cited_by cdi_FETCH-LOGICAL-c396t-afa61c1da15440e4325f2ab46a03f996fa85360d4384472d6ec7a627a2d548383
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description The concept of polymer coating of mechanical elements to improve frictional properties has gained practical acceptance based on experimental evidence. However, application of this technique to tribological joints has remained limited to prototype experimental results. The present work aims to predict the friction coefficient at these joints through time-dependant mechanical properties of the coating polymer. A theoretical model based on linear viscoelastic relations, as well as simplified deformation functions of coating material, was used to determine the friction coefficient in sliding and rolling motion. It was found that the coefficient of friction decreases with increasing load following a power function of the form μ = aP n , where n is dependent on the type of motion between contacted surfaces (sliding or rolling). Experimental verification of the model is given for steel discs coated by polyamide 6. Experimental results gave the same power law where the value of n was −0.9 for sliding and −0.6 for rolling. It is also shown that the value of the constant a is temperature dependent.
doi_str_mv 10.1016/0257-8972(92)90193-E
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source Backfile Package - Materials Science [YMS]; Backfile Package - Physics General (Legacy) [YPA]
subjects Applied sciences
Deformation
Exact sciences and technology
Friction
Fundamental areas of phenomenology (including applications)
Joints (structural components)
Mathematical models
Mechanical contact (friction...)
Mechanical properties
Organic polymers
Physicochemistry of polymers
Physics
Polyamides
Polymers
Properties and characterization
Solid mechanics
Structural and continuum mechanics
Thermal effects
Tribology
Viscoelasticity
title Prediction of friction coefficient for polymer-coated mechanical elements
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