About the indentation of a rigid punch with concave base into half plane, taking into account the influence of filler in cavity
Journal Title: Հայաստանի գիտությունների ազգային ակադեմիայի տեղեկագիր․ Մեխանիկա - Year 2012, Vol 65, Issue 1
Abstract
The contact problem of elasticity theory about the indentation of a rigid punch with concave base into elastic half plane is considered. It is supposed that the cavity between punch and boundary of half plane is filled with air or ideal incompressible liquid. The problem was solved by the method of a discrete singularities. The distribution of contact stresses, the pressure inside cavity and the length of contact area were obtained.
Authors and Affiliations
Harutyun Amirjanyan, Avetik Sahakyan
Keywords
Related Articles
- EP ID EP601511
- DOI -
- Views 105
- Downloads 0
The Propagation of Quasymonochromatic Non-Linear Waves in Non-Symmetrical Electroconducting Gasfluid Mixture.
c
Applied model of elastic thin plates made from micropolar material with constrained rotation and application of the finite element method
In the present paper boundary value problems of three-dimensional micropolar theory of elasticity with constrained rotation are considered in thin region of the plate. On the basis of the previously developed hypotheses...
Determination of the current-carring thread eguilibrium forms in magnetic field.
c
The wave of Love propagating along the periodical curly edge.
c
Radiation of a Plane Shear Wave from an Elastic Waveguide to a Composite Elastic Space
The radiation of a plane shear wave from an elastic strip (waveguide) to an elastic space is investigated in this paper. The strip is embedded into a space and is partially bonded with it. A given plane shear wave propag...