Гранично-контактные интегральные уравнения динамической теории упругости о трещине на поверхности раздела полупространств

Vasyl Menshykov, Oleksandr Menshykov

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Abstract

The paper concerns the boundary contact integral equations for the interface crack between two elastic half-spaces with different mechanical properties under dynamic loading. The derived system of equations allows to evaluate the displacements at the crack faces, the traction and the displacements at the joint surface.
Translated title of the contributionГранично-контактные интегральные уравнения динамической теории упругости о трещине на поверхности раздела полупространств
Original languageRussian
Pages (from-to)51-56
Number of pages6
JournalReports of the National Academy of Sciences of Ukraine
Issue number6
Publication statusPublished - Jun 2006

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Cracks
Integral equations
Mechanical properties

Cite this

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title = "The boundary contact integral equations in the elastodynamics problem for the interface crack between two half-spaces",
abstract = "The paper concerns the boundary contact integral equations for the interface crack between two elastic half-spaces with different mechanical properties under dynamic loading. The derived system of equations allows to evaluate the displacements at the crack faces, the traction and the displacements at the joint surface.",
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JO - Reports of the National Academy of Sciences of Ukraine

JF - Reports of the National Academy of Sciences of Ukraine

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