On two-dimentional equations two-layer anisotropic plate, with full contact between the layers

Abstract

Asimptotic method is applied and two dimention differential equations with partial derivatives from geometrically nonlinear equations of three demention problem of elastisity theory for two-layer anisotropic plate are received. In the one surface of plate are given values of tensor of stress and in the other surface- mixed conditions of elasticity theory. Between the layers full contacts conditions are given. Full stress state of plate is formed as sum of main(internal) and boundary stress states.

Authors and Affiliations

Narine Sarkisyan, Alexander Khachatryan

Keywords

Related Articles

Diffraction of Shear Plane Electroelastic Wave on the Semi-Infinite Electrode in the Piezoelectric Space with Crack

A piezoelectric medium consisting of two equal piezoelectric semi–space of 6mm class separated by vacuum layer is considered. An edge of lower semi–space is covered with semi–infinite metal coat (electrode). The problem...

Rayleigh waves in magnetostrictive half-space

It is known [1] that shear surface waves cannot propagate in elastic media in the absence of a magnetic field, and Rayleigh surface waves always exist under the indicated conditions. It is known, also, in a magnetosoft f...

Magnetic constituency of ferromagnetic half-space under external linear perturbance of magneto- static potential

Magnetoelastic constitutive functions definition is considered for a structure ferromagnetic half-space-vacuum under linear surface perturbation of magnetic potential.

Download PDF file
  • EP ID EP596420
  • DOI -
  • Views 118
  • Downloads 0

How To Cite

Narine Sarkisyan, Alexander Khachatryan (2017). On two-dimentional equations two-layer anisotropic plate, with full contact between the layers. Հայաստանի գիտությունների ազգային ակադեմիայի տեղեկագիր․ Մեխանիկա, 70(1), -. https://europub.co.uk/articles/-A-596420