On Asymptotic Solution of Thermoelastic Problem for Isotropic Plates
Journal Title: Հայաստանի գիտությունների ազգային ակադեմիայի տեղեկագիր․ Մեխանիկա - Year 2007, Vol 60, Issue 4
Abstract
The asymptotic method of the solution of boundary value problem of elasticity theory is effective for anisotropic plates and shells with the kinematical and mixed boundary conditions [1-3]. In this work the asymptotic method is applied for the solution of connected dynamic problems of thermoelasticity for plates, at first represented all components of stress tensors and transfer vector with its Fourier transformation images.
Authors and Affiliations
R. S. Gevorgyan
Stationary shear-rotatory waves in a Cosserat nonlinear continuum.
c
Asymptotic behaviour in solutions to some three-dimensional coctact problems of slip and adhesion near the divison lines of boundary conditions.
c
The singularities of stresses near the corner points of the line of contact and the contour of the cross section of a twisted rod consisting of three different materials.
c
About of controlled movement of a material point of unset mass.
c
A Plane Problem of a Composite Plane with Semi-Infinite Cracks
A plane problem of a composite plane, consisting of two half-planes with varions elastic characteristics is considered. On the sections lines there are semi-infinite cracks. With the help of Fourie integrals in the bepol...