Frictional Contact Mechanics
A special issue of Applied Mechanics (ISSN 2673-3161).
Deadline for manuscript submissions: closed (30 April 2021) | Viewed by 595
Special Issue Editor
Interests: contact mechanics; friction; nondestructive testing; crack-wave interactions; semi-analytical solutions in contact mechanics; frictional contact excited by waves or vibrations
Special Issue Information
Dear Colleagues,
This Special Issue aims to summarize recent advances in the field of frictional contact mechanics. This short term covers a whole range of phenomena related to contact of deformable solids in the presence of friction. Particular research topics include:
- “Laws” or models of friction, comprising both modifications of classical approaches to solid friction and modern theory- or experiment-based relationship linking friction forces or stresses, contact geometries and parameters, contact surfaces states, physical mechanisms related to friction, etc.;
- Analytical solutions to contact problems with friction for certain contact geometries and conditions;
- Semi-analytical methods in frictional contact mechanics built up as a generalization of analytical solutions for complex loading histories;
- Purely numerical methods of frictional contact mechanics based on detailed numerical representation of stress and displacement fields in vicinity of contact and applicable to various contact geometries and loading histories;
- Tribological aspects of contact, i.e., highly interdisciplinary approaches and phenomena related to moving contact surfaces, including description of lubrication, wear, temperature, environmental, scale, and other effects;
- Dynamic behavior of materials in contact including friction-induced instabilities and acoustic emission.
We especially encourage contributions aimed at engineering and industrial applications of friction-related phenomena focusing both on the prevention of negative and the use of positive effects.
Dr. Vladislav Aleshin
Guest Editor
Manuscript Submission Information
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Keywords
- models of friction
- analytical solutions in contact mechanics
- semi-analytical methods in contact mechanics
- numerical contact mechanics
- tribology
- dynamical contact effects
- engineering applications of friction-related phenomena
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