Journal
PHYSICAL MESOMECHANICS
Volume 15, Issue 5-6, Pages 254-263Publisher
SPRINGER
DOI: 10.1134/S1029959912030022
Keywords
method of reduction of dimensionality; contact problem; adhesive contact; friction coefficient
Funding
- Deutsche Forschungsgemeinschaft
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The method of reduction of dimensionality in contact mechanics is based on a mapping of some classes of three-dimensional contact problems onto one-dimensional contacts with elastic foundations. Recently, a rigorous mathematical proof of the method has been provided for contacts of arbitrary bodies of revolution with and without adhesion. The method of reduction of dimensionality has been further verified for randomly rough surfaces. The present paper gives an overview of the physical foundations of the method and of its applications to elastic and viscoelastic contacts with adhesion and friction. Both normal and tangential contact problems are discussed.
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