ABOUT THE STRESS STATE OF A PIECEWISE HOMOGENEOUS ELASTIC RECTANGLE WITH TWO SYMMETRIC CENTRAL CRACKS IN ANTIPLANE DEFORMATIONS
Journal Title: Հայաստանի գիտությունների ազգային ակադեմիայի տեղեկագիր․ Մեխանիկա - Year 2012, Vol 65, Issue 3
Abstract
This paper presents a boundary value problem and formulation for the analysis of linear elastic fracture mechanics problems involving piecewise homogeneous bimaterials. Investigation and mathematical works in this paper is focused on the stress- strain state of plates with two symmetric central cracks that are made of two bonded dissimilar materials which behave as a piecewise homogeneous elastic plate. Two cracks are on the bondness line of the two segments of plate that have two different shear modulus G1 and G2, and equal length and height. The antiplane distributed shear loading act on the edges of plate.
Authors and Affiliations
Ali Pahlaviani
Localized planar vibration of thin semi-infinite plate-strip.
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On an approximate method of solution of the contact problem for annular punch.
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Stability of an orthotropic cylindrical shell with isotropic core , taking account of boundary conditions for tangential components of displacement.
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On the flutter problem of plates in the supersonic gas flow.
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The method of the orthogonal polynomials in the problems of the forced vibrations of the cylindrical shells in the acoistic medium.
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