On a character of the forced vibrations of two-layer plate in the second boundary value problem
Journal Title: Հայաստանի գիտությունների ազգային ակադեմիայի տեղեկագիր․ Մեխանիկա - Year 2007, Vol 60, Issue 2
Abstract
The three-dimensional dynamic problem of the elasticity theory on forced vibration of orthotropic plate at coulomb friction between layers is solved by the asymptotic method. The bottom obverse surface is subject to external dynamic influences, and top - is rigidly fixed. The common asymptotic solution of the problem is found. The closed solution for particular type of problems is found. The resonance arising conditions are established. It is known, that constant tangential displacements acting to the second layer do not influence in stress-strain state of the first layer. It is shown, that the same phenomenon with the big accuracy remains in force at linearly varying on coordinates influences.
Authors and Affiliations
H. M. Poghosyan
The plastic state of prismatic bars with cross-sections in the form of circular and ring sectors under joint torsion and bending.
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On the nonlinear flutter of plates in supersonic gaz flow.
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Electric excitation of a piezoceramic space with a partially electrodized opening and tunnel crack.
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Maxwell equations for non-homogeneous media with periodic structure.
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On stability of plates outside elasticity with due regard for transversal displacements.
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