About the natural oscillations of orthotropic plate in the value problem of elasticity theory with viscous resistance
Journal Title: Հայաստանի գիտությունների ազգային ակադեմիայի տեղեկագիր․ Մեխանիկա - Year 2013, Vol 66, Issue 3
Abstract
Natural spatial vibrations of orthotropic plates are considered, taking into account the internal viscous resistance, which is proportional to velocity of points of medium. First dynamic homogeneous boundary value problem of the elasticity theory is solved. The equations for frequencies are obtained by the asymptotic method. It’s shown that longitudinal and two types of shear natural vibrations are possible.
Authors and Affiliations
Tatevik Zakaryan
Keywords
Related Articles
- EP ID EP601214
- DOI -
- Views 97
- Downloads 0
The nonlinear vibrations of plates in longitudinal magnetic field.
c
Vibrations of unmoment non-closed orthotropic cylindrical shell with simple support boundary conditions at three edges
Vibrations of unmoment non-closed orthotropic cylindrical shell with arbitrary plane directing curve and with simple support boundary conditions at three edges are studied. The dispersion and characteristic equations for...
Propagation one-dimensional wave in the infinitiv micropolar continuum with the magnetic field.
c
The control of electromechanical manipulators with restrictions on tension and current.
c
On the solution of the problems of elastic infinite bodies,which boundary is reinforced with a glued step-homogeneous infinite stringer.
c