Pressure of a circular stamp on a composite layer

The method of dual integral equations is used to obtain a solution to the problem of a rigid circular stamp pressing on an elastic composite layer, with a cylindrical surface separating the materials. A large number of papers have already been published, dealing with the mechanics of multilayered me...

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Bibliographic Details
Published in:Journal of applied mathematics and mechanics 1980, Vol.44 (6), p.794-800
Main Author: Solov'ev, A.I.
Format: Article
Language:English
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Summary:The method of dual integral equations is used to obtain a solution to the problem of a rigid circular stamp pressing on an elastic composite layer, with a cylindrical surface separating the materials. A large number of papers have already been published, dealing with the mechanics of multilayered media in which the surfaces separating the layers from each other do not intersect the outer boundary (see references in /1/). The formulation and methods of solution of the fundamental boundary value problems can be found for such media in the monographs /2,3/. Considerably less attention has been given to the study of the boundary value problems for composite media in which the surfaces separating the layers do intersect the outer boundary. The authors of /4, 5/ call such media the regions with transverse (vertical) layer folding. Out of the publications dealing with the methods of solving contact problems for transversely layered regions, attention should be drawn to /4–11/.
ISSN:0021-8928
0021-8928
DOI:10.1016/0021-8928(80)90019-2