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Published in: Mechanics of Composite Materials 3/2023

29-06-2023

Axisymmetric Stress State of an Adhesive Joint of Two Coaxial Pipes. An Improved Theory

Authors: S. S. Kurennov, D. V. Dvoretska

Published in: Mechanics of Composite Materials | Issue 3/2023

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Abstract

An improved analytical model for the axisymmetric stress state of an adhesive joint of two cylindrical shells is proposed. The adhesive layer acts in shear and cleavage. It is assumed that the tangential stresses vary linearly across the thickness of the adhesive layer. The two-parameter Vlasov–Pasternak model of an elastic foundation is used to describe the normal stresses in the adhesive. The approach proposed makes it possible to satisfy boundary conditions at the load-free butt of the adhesive layer and to describe the stress state of adhesive with a high accuracy. The closed-form solution is obtained. A model problem is also solved.

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Literature
16.
go back to reference Yu. P. Artyukhin and S. V. Mitina, “Adhesive bonding of a cylindrical panel,” Issled. Teor. Plast. Obol., Iss. 12, 113-123 (1976). Yu. P. Artyukhin and S. V. Mitina, “Adhesive bonding of a cylindrical panel,” Issled. Teor. Plast. Obol., Iss. 12, 113-123 (1976).
Metadata
Title
Axisymmetric Stress State of an Adhesive Joint of Two Coaxial Pipes. An Improved Theory
Authors
S. S. Kurennov
D. V. Dvoretska
Publication date
29-06-2023
Publisher
Springer US
Published in
Mechanics of Composite Materials / Issue 3/2023
Print ISSN: 0191-5665
Electronic ISSN: 1573-8922
DOI
https://doi.org/10.1007/s11029-023-10111-z

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