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2020 | OriginalPaper | Chapter

The Stress State Near the Corner Point of the Interface of Piecewise Homogeneous Plane in the Presence of Interfacial Shear Cracks

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Abstract

In the framework of plane deformation, a piecewise homogeneous isotropic elastic body with interfacial shear cracks near the corner point of the interface is considered. The exact solution of the corresponding problem of the theory of elasticity for a wedge-shaped body is constructed by the Wiener-Hopf method. Based on the constructed solution, the behavior of stresses near the corner point is investigated.

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Literature
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go back to reference Uflyand, Ya.S.: Integral Transformations in Elasticity Theory Problems. Nauka, Leningrad (1967). (in Russian) Uflyand, Ya.S.: Integral Transformations in Elasticity Theory Problems. Nauka, Leningrad (1967). (in Russian)
3.
go back to reference Lavrentiev, M.A., Shabat, B.V.: The Theory of Complex Variable Methods. Nauka, Moscow (1973). (in Russian) Lavrentiev, M.A., Shabat, B.V.: The Theory of Complex Variable Methods. Nauka, Moscow (1973). (in Russian)
4.
go back to reference Gakhov, F.D.: Boundary-value problems. Nauka, Moscow (1977). (in Russian)MATH Gakhov, F.D.: Boundary-value problems. Nauka, Moscow (1977). (in Russian)MATH
Metadata
Title
The Stress State Near the Corner Point of the Interface of Piecewise Homogeneous Plane in the Presence of Interfacial Shear Cracks
Authors
V. M. Nazarenko
A. L. Kipnis
Copyright Year
2020
DOI
https://doi.org/10.1007/978-3-030-47883-4_40

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