On Plane Problem Compound Wedge with Radial Crack
Journal Title: Հայաստանի գիտությունների ազգային ակադեմիայի տեղեկագիր․ Մեխանիկա - Year 2007, Vol 60, Issue 3
Abstract
In the statement of plane problem of the theory of elasticity the stress-strain state of compound wedge made from two different materials and contained on the common bound crack of the finite length is considered. In the polar coordinate system new unknown functions that allow the solution of mixed problem brought to the solution of the problem with boundary conditions only for the component of stress tensor are inserted. On the base of received solution both behavior of stress and the coefficients of stress concentration in the crack apex and in a vicinity of connection of compound body are determined.
Authors and Affiliations
H. B. Aghalaryan
On a mixed axialsymmetrical problem of elasticity for a finite length cylinder.
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On the bending of beams and round plates, preliminary strained beyond the elastic limit of materials.
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The stability of an elastic beam with rapidly varying load.
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On the stability of momentically state of nonhomogeneous cylindrical shell.
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A plane contact problem of a compound moon with cracks on the line of division of materials.
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