The contact dynamic problem for an orthotropic infinite cylinder

The paper is concerned with the axisymmetric problem of the vibration of an orthotropic infinite cylinder under the effect of a vibrating punch rigidly coupled with the cylinder. In the general case, the problem is shown to reduce to a system of integral equations of the first kind to solve for the...

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Published inIzvestija Akademii nauk Armjanskoj SSR. Mehanika Vol. 36; no. 4; pp. 47 - 55
Main Authors VATULIAN, A O, OVSEPIAN, V V, PRIAKHINA, O D
Format Journal Article
LanguageRussian
Published 01.01.1983
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Summary:The paper is concerned with the axisymmetric problem of the vibration of an orthotropic infinite cylinder under the effect of a vibrating punch rigidly coupled with the cylinder. In the general case, the problem is shown to reduce to a system of integral equations of the first kind to solve for the contact stresses. A method for constructing an approximate solution is proposed, and a numerical example is presented.
Bibliography:ObjectType-Article-2
SourceType-Scholarly Journals-1
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ObjectType-Feature-1
ISSN:0002-3051