The principle of conformity in the problems of elasticity theory and elektroelasticity
Journal Title: Հայաստանի գիտությունների ազգային ակադեմիայի տեղեկագիր․ Մեխանիկա - Year 2010, Vol 63, Issue 3
Abstract
According to the established principle, if the solution of the elasticity theory problem for a homogeneous prismatic body, having anisotropy of the general form and being in the state of generalized plane deformation is known, then the solution of the elektroelasticity problem for a thin piezoelectric plate (the mean plane of which coincides with the cross-section of the elastic body ), being in plane stress state, if is possible with the corresponding change of the derived deformation's coefficients of the elastic material on the elasticity coefficients, dielectric sensitivites and piezoelectric modules of the piezomaterial. The necessary correlations, between these coefficients, giving possibility to solve the inverse problem as well, i.e. to have the solution of elastic problem from the solution of the elektroelasticity problem.
Authors and Affiliations
Azat Sargsyan
On vibration of magnetoelastic plates.
c
Calculation of the cylinder made of different modul material
c
Bending of a ractangular plate freely supported along the contour with a symmetrical fracture.
c
The Forced Vibrations of Orthotropic Plate in the Presence of Viscous Resistance
The three-dimensional dynamic problem of the elasticity theory on forced vibrations of orthotropic plate in the presence of viscous resistance was solved. The asymptotic form of the stress tensor components and displacem...
LOCALIZED BENDING VIBRATIONS OF A RECTANGULAR TWO- LAYER PLATE IN THE PRESENCE OF SLIP BETWEEN LAYERS
The problems of vibrations of a plate of two layers are investigated, in the case when the tangential stresses between the layers are zero. Based on the known equations obtained on the basis of Kirchhoff's conjecture, th...