Mathematical model of thermoelasticity of micropolar orthotropic elastic thin plates
Journal Title: Հայաստանի գիտությունների ազգային ակադեմիայի տեղեկագիր․ Մեխանիկա - Year 2013, Vol 66, Issue 1
Abstract
In the present paper on the basis of asymptotically confirmed hypotheses method mathematical models of thermoelasticity of bending and plane stress state of micropolar orthotropic elastic thin plates are constructed.
Authors and Affiliations
Naira Aslanyan, Samvel Sargsyan
Asymptotic solution of one mixed boundary problem of anisotropic two-layer plate with incomplete contact between the layers
A question of solution stress-strain state in three dimention problem for an asymptotic plate, with full contact between the layers, is consided. In the surface of plate are given mixed conditions of theory of elasticity...
Contact problem for rigid punch on elastic foundation.
c
To a problem on projection of a blade of the turbine from face-centered cubic monocrystal.
c
The experimental investigation of creep of the Х18Н10Т unrusted steel at 600°C.
c
On the wedging of an elastic semi-plane.
c