Оn anti-plane problem of piecewise homogeneous elastic wedge containing the collinear system of cracks on junction line and absolutely rigid thin inclusions
Journal Title: Հայաստանի գիտությունների ազգային ակադեմիայի տեղեկագիր․ Մեխանիկա - Year 2011, Vol 64, Issue 4
Abstract
In the present paper the problem on determination of the stress-strain state components of a piecewise homogeneous wedge under anti-plane deformations, one of the bounds of which is loaded by distributed tangential forces and the other one of the composite wedge is rigidly fastened, is considered. With this on the junction line of heterogeneous wedges collinear systems of cracks and absolutely rigid inclusions are distributed.
Authors and Affiliations
Mher Mkrtchyan, Mushegh Mkrtchyan
About crack propagation in compound anisotropic space.
c
On One Mixed Problem for Composite Plate, Weakened by a Krack.
c
ORTHOGONALITY RELATIONSHIP FOR SHEAR WAVE MODES IN PIEZOELECTRIC WAVEGUIDE
In the framework of the full set of Maxwell equations and dynamic equations of the elasticity theory an orthogonality relationship is derived for interconnected electro-magneto-elastic shear wave modes in piezoelectric w...
On local air circulation with the terrain relief specified against the background of external air flow.
c
The Riemann problem for two pairs of functions and its application in the elasticity theory.
c