ON A CLASS OF CONTACT PROBLEMS OF ELASTICITY THEORY, SOLVABLE BY THE INTEGRAL EQUATIONS METHOD
Journal Title: Հայաստանի գիտությունների ազգային ակադեմիայի տեղեկագիր․ Մեխանիկա - Year 2016, Vol 69, Issue 4
Abstract
Cosely connected with classical contact problems a certain class of contact problems of mathematical elasticity theory solvable by the method of integral equations is considered. An elastic layer, wedge and half- space under the anti-plane deformation are taken as bases.
Authors and Affiliations
S. M. Mkhitaryan, P. E. Melik-Adamyan
Stempwise-homogeneous Plate with,Arbitrary Orientend Stringers.
c
Optimal plane rectilinear movements two dynamic objects avoiding collision
In this problem is considered the system from two dynamic objects, which realize flat motion and is required define limited operating forces providing transition of objects from any arbitrary initial difference states of...
AXISYMMETRIC STABILITY OF CIRCULAR RING PLATE SUBJECTED TO MECHANICAL AND THERMAL LOADS
The possibility of loss of the axisymmetric stability of a circular ring plate is investigated, when uniformly varying thermal field impacts over plate radius. The inner border of the plate is clamped or is exposed to th...
On a problem of a finite hollow cylinder.
c
On correlation between solutions to a boundary problem for a deformed body received in elastic and elastic-plastic statements.
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