Penetration shock wave in elastic isotropic half-plane, boundary of which has the rigid support moving with arbitrary velocity
Journal Title: Հայաստանի գիտությունների ազգային ակադեմիայի տեղեկագիր․ Մեխանիկա - Year 2014, Vol 67, Issue 3
Abstract
In present paper is considered the problem of penetration of the pressure in an isotropic elastic half-plane, boundary of which has the rigid support moving with arbitrary velocity. Solution of the plane problem is sought by method of integral transforms Laplace, Fourier and by method of the convolutions. Partial problems about a shock wave propagating along the boundary half-plane are solved. The stress intensity factors, stress on the line of contact is calculated.
Authors and Affiliations
Anush Davtyan
On elastic-plastic stability of rod and cylindrical shell under longitudinal intensive loads.
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On the effective method of solving contact problems for a linear-strained basis with a thin reinforcing coat.
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THE BUBNOV–GALERKIN PROCEDURE IN PROBLEMS OF MOBILE (SCANNING) CONTROL FOR SYSTEMS WITH DISTRIBUTED PARAMETERS
We suggest to apply the Bubnov–Galerkin procedure to solve scanning control problems for systems with distributed parameters. The algorithm is described in details for three-dimensional linear heat equation It allows to...
Semi-plane with linear elastic inclusion of arbitrary orientation.
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On stress state of nonhomogeneous aging visco-elastic wedge reinforced by half-infinite stringer.
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