A Plane Problem of a Composite Plane with Semi-Infinite Cracks
Journal Title: Հայաստանի գիտությունների ազգային ակադեմիայի տեղեկագիր․ Մեխանիկա - Year 2010, Vol 63, Issue 1
Abstract
A plane problem of a composite plane, consisting of two half-planes with varions elastic characteristics is considered. On the sections lines there are semi-infinite cracks. With the help of Fourie integrals in the bepolar system of coordinates through Popkovich-Neyberg functions the set up problem is solved in closed way.
Authors and Affiliations
Levon Harutjunyan
On the stability of elastic-plastic bars for impact loads.
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A solution to the unsteady boundary problem for magnetoelastic medium.
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Natural frequencies of a soft heavy-weight cylindrical shell under the influence of inner pressure.
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On the time optimal regime of making nonhomogeneous visko-elastic beams.
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The construction of a two- dimensional theory of vibration of a conductive thin shell by means of asymptotic integration of three-dimensional equations of magnetoelasticity.
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