EDGE BENDING WAVES ON AN ORTHOTROPIC ELASTIC PLATE RESTING ON THE WINKLER-FUSS FOUNDATION
Journal Title: Հայաստանի գիտությունների ազգային ակադեմիայի տեղեկագիր․ Մեխանիկա - Year 2016, Vol 69, Issue 1
Abstract
The propagation of bending edge waves on an orthotropic plate supported by the Winkler-Fuss foundation subject to free edge boundary conditions is investigated. A dispersion relation is derived, with the analysis revealing a cut-off frequency and a local minimum of the phase velocity. The conventional sinusoidal profile of the eigensolution is then extended to a more general form, with the deflection expressed in terms of a single plane harmonic function.
Authors and Affiliations
Saad Altobaiti, Danila Prikazchikov
On stability of an anisotropic long cylindrical shell under axial compression.
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The construction of a two- dimensional theory of vibration of a conductive thin shell by means of asymptotic integration of three-dimensional equations of magnetoelasticity.
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The investigation of the impulse loadinq of elastic-plastic cylindrical shells.
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On the Distribution of Residual Stresses and Strength of Layer Construction.
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Solution of a non-simmetric problem for a double-laered hollow cylinder of finite length by the method of finite elements.
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