Symmetric Problem of Elasticity Theory for a Half-Plane Weakened with a Round Opening and an Internal Crack
Journal Title: Հայաստանի գիտությունների ազգային ակադեմիայի տեղեկագիր․ Մեխանիկա - Year 2007, Vol 60, Issue 4
Abstract
The article presents the solution of a symmetric problem of elasticity theory for an elastic half-plane weakened by a round opening and a rectilinear internal crack, the latter being perpendicular to the edge of the half-plane. Symmetrically distributed normal loadings are given at the edges of the opening, the half-plane and banks of the split. On the infinity the half-plane spreads by equally distributed loadings with p intensity (fig.1).
Authors and Affiliations
A. H. Babloyan, A. V. Baghdasaryan
Keywords
Related Articles
- EP ID EP606325
- DOI -
- Views 60
- Downloads 0
The screw displacement of a rigid cylindrical body in a plastic anisotropic pipe.
c
Free vibrations of orthotropic plates under mixed-boundary conditions on face surfaces.
c
Linear and nonlinear problems of impact of elastic bodies of finite deprh, bounded from ahead by dihedral angles.
c
On the solution of the problem for anisotropic half- plane on the edge of which a nonlinear deformable stringer of finite legth is glued.
c
A Mixed Problem of Plate Bending taking into account the transversal shears
According to S.A.Ambartsumyan theory a solution of the bending problem of rectangular plate have two neighboring sides, rigidly restrained and other two sides loaded by bending moments and shearing forces has been obtain...