Application of the Method of Power Series for Construction of Applied Model of Micropolar Elastic Thin Plates
Journal Title: Հայաստանի գիտությունների ազգային ակադեմիայի տեղեկագիր․ Մեխանիկա - Year 2013, Vol 66, Issue 4
Abstract
Dynamic equations, boundary and initial conditions of spatial stress state of the micropolar theory of elasticity with independent fields of displacements and rotations are considered in thin plate. Using the method of expansion to power series along the thickness of plate, applied two dimensional models of dynamic bending and plane stress state of micropolar elastic thin plates are constructed. It is shown that the constructed models coincide with the analogical models of micropolar plates, constructed on the basis of the asymptotically justified hypotheses method.
Authors and Affiliations
Knarik Zhamakochyan
Three dimensional problem of surface wave propagation in elastic half-space with the properties of cube symmetry
In the offered work three- dimensional problem of propagation of elastic surface waves in a cube isotropic semi-space, when on the surface of semi-space all three components of stresses are equal to zero, was considered....
ON THE SOLUTION TO INTEGRAL EQUATIONS OF ONE CLASS OF MIXED AND CONTACT PROBLEMS BY THE DEGENERATE KERNEL METHOD
А fairly wide class of mixed and contact problems of mechanics of deformable solids is described by Fredholm integral equations of the second kind with symmetric kernels. For solving such equations, a well-known method o...
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Compressing and bending of nonhomogeneous strengthened wedge.
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