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FREE LONGITUDINAL OSCILLATIONS OF THERMOVISCOELASTIC PLATES

Техника ғылымдары және технология
Серпімді пластиналардың температураға байланысты тербеліс теориясы серпімділік модулі және жылулық ұлғаю коэффициенті сияқты пластина материалының серпімді қасиеттерінің температураға байланысты өзгерістерін қарастыруды қамтуы мүмкін. Бұл табиғи тербеліс жиіліктерінің өзгеруіне және тербелмелі пластинаның пішініне өзгеруіне әкеледі.
A.T. Urgenishbekov   +2 more
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Finite thermal oscillations of thin plates

International Journal of Solids and Structures, 1966
Abstract A system of two-dimensional thermal equations of motion for anisotropic thin plates is obtained from the non-linear three-dimensional oscillation theory of finite elasticity, by using the method based on expansion of the displacement functions in terms of thickness coordinates and the variational method of Kirchhoff.
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Oscillating radial flow between parallel plates

Applied Scientific Research, 1975
An analysis is presented for laminar radial flow due to an oscillating source between parallel plates. The source strength varies according to Q=Q 0 cos ωt, and the solution is in the form of an infinite series in terms of a reduced Reynolds number, R a * =Q 0/4πνa/(r/a)2.
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The oscillating plate problem in magnetohydrodynamics

Journal of Fluid Mechanics, 1960
The oscillating plate problem is investigated for the case of an incompressible, electrically conducting fluid in the presence of a magnetic field. The boundary conditions are examined in detail, and a solution is found with the aid of suitable approximations. The motion of the fluid is shown to consist mainly of magnetohydrodynamic waves, but there is
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Electrohydrodynamic Rayleigh- and Oscillating Plate-Problems

Journal of the Physical Society of Japan, 1969
Dynamics of a viscous, electrically charged, simple gas studied. The Navier-Stokes equations for the charged gas are the basis of our analysis. The assumption that the gas is “incompressible” and isothermal simplifies the fundamental equation. As typical examples, the Rayleigh- and oscillating plate-problems are examined. The velocity distributions and
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Free vibration of constrained plates and plate-oscillator systems

30th Structures, Structural Dynamics and Materials Conference, 1989
D. MCFARLAND, LAWRENCE BERGMAN
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Very thin crystal oscillator plates

Journal of the Franklin Institute, 1950
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Stationary Oscillations of Elastic Plates

2011
Gavin R. Thomson, Christian Constanda
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