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Boundary Value Problems of Bending of A Plate for an Infinite Doubly-Connected Domain Bounded by Broken Lines

  • G. Kapanadze
Published/Copyright: February 23, 2010
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Georgian Mathematical Journal
From the journal Volume 7 Issue 3

Abstract

A problem of bending of a plate is considered for an infinite doubly-connected domain bounded by two convex broken lines when the plate boundary is hinge-supported and normally bending moments are applied to the points at infinity. A similar reasoning is used to study a problem of bending of a plate for an infinite domain bounded by a convex polygon and a rectilinear cut or for an infinite domain with two rectilinear cuts.

Received: 2000-03-17
Published Online: 2010-02-23
Published in Print: 2000-September

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