General Mathematical Models of Micropolar Thin Elastic Plates
Journal Title: Հայաստանի գիտությունների ազգային ակադեմիայի տեղեկագիր․ Մեխանիկա - Year 2011, Vol 64, Issue 1
Abstract
In the present paper there are first formulated assumptions (hypotheses) which have asymptotical confirmation and afterwards, based on the hypotheses, depending on the values of sizeless physical constants, there are constructed the general applied two-dimensional models of micropolar thin elastic plates with independent rotation; constaint rotation and with “small shift rigidity”. In all these models the transverse shift and other related deformations are completely taken into account.
Authors and Affiliations
Samvel Sargsyan
The propagations of nonlinear waves in magnetized fluid.
c
An optimal problem of aileron efficiency.
c
Thermoelastic stresses in a two-connected isotropic plate.
c
The axiasymmetric dynamic problem on stamp torsion of a resilient semispace.
c
To the Problem of Dynamic Stability of Orthotropic Declivous Shell
In proposed work a problem of declivous shells dynamic stability, formed from orthotropic layers is considered. Bubnov-Galerkin`s method is applied for the solution of this problem. The problem is reduced to Mathieu-Hill...