Оn Anti-Plane Problem of Piecewise Homogeneous Elastic Layer Containing the System of Crack on Junction Line and Absolutely Rigid Thin Inclusions
Journal Title: Հայաստանի գիտությունների ազգային ակադեմիայի տեղեկագիր․ Մեխանիկա - Year 2010, Vol 63, Issue 2
Abstract
In present work we consider the problem on the components’ determination of strain stress state of piecewise homogeneous layer under anti-plane deformation. There are tangentially distributed loads on borders and there are cracks and absolutely rigid inclusions on horizontal line of junction of heterogeneous materials.
Authors and Affiliations
Emil Manukyan, Mushegh Mkrtchyan
Keywords
Related Articles
- EP ID EP602160
- DOI -
- Views 72
- Downloads 0
On the mathematical modeling of maintenance process and the condition of its controllability
The results of mathematical modeling of an abstract maintenance process the main element of which is a controlled multilink manipulator are presented. The manipulator must automatically maintain the continuous operation...
The Application of the Deforming Polyhedron Method in Case of the Given Value of the First frequency of Own Vibration in the Problem of Optimal Design of a Pressed rectangular Plate Strengthened at Sides by Rigid Edges.
c
Vibrations of liquid fieled shells close to axisymmetric.
c
An experimental solution of creep problems for bodies with a system of elasto-yielding.
c
Shear elastic waves in a periodic medium with the Cosserat simplified model properties
Based on the Cosserat simplified model a dynamic problem is considered for an one-dimensional shear elastic wave travelling perpendicularly to the boundaries of two different periodically alternating homogeneous media. T...