Add to ORKGThe classic theory of plates have a limit application in dynamic problems. In the cases of considerable thicknesses and high frequencies the inertia of rotation and shear of element are took into account. This boundary problem with the help of proposed integral presentations of solution is led to the system of singular integro-differential equations. The specific theory of plates of Timoshenko type is used. When you are citing the document, use the following link http://essuir.sumdu.edu.ua/handle/123456789/212
It seems a mathematical model of a thin circular sandwich plate under the vertical load on the basis...
In this paper a mathematical model describing small oscillations of a heterogeneous medium is consid...
The second basic dynamic problem for thin elastic plates in Kirchhoff model is under consideration. ...
The classic theory of plates have a limit application in dynamic problems. In the cases of considera...
In the monograph [3] (B.A. Boley and J.H. Weiner. Theory of Thermal Stresses. John Wiley and Sons, I...
A system of differential equations of equilibrium of non-thin transversely isotropic plates with a s...
Stress analysis of the plates stiffed Ьу ribs оп one side was carried оut with the variati...
This paper considers the stress fields around a circular isotropic inclusion in anisotropic infinite...
Prokopenya, Alexander Nikolaevich; Chopchits, Nikolay Ignatievich; Kragler, R. Analysis of one-dimen...
Special cases rocking on a plane, the convex and concave surfaces are considered. For research of fi...
In this work, the Galerkin–Vlasov method was used to solve the governing partial differential equati...
Taking into account the real nature of the distributions of boundary conditions on the basis of nume...
The mathematical model allowing to consider the change of physical properties of material of a plate...
A problem on spiral tubes elastic vibration excited by inertia forces acting on the internal mobile ...
The effective method basing on theory of R-functions and variational structural method is developed ...
It seems a mathematical model of a thin circular sandwich plate under the vertical load on the basis...
In this paper a mathematical model describing small oscillations of a heterogeneous medium is consid...
The second basic dynamic problem for thin elastic plates in Kirchhoff model is under consideration. ...
The classic theory of plates have a limit application in dynamic problems. In the cases of considera...
In the monograph [3] (B.A. Boley and J.H. Weiner. Theory of Thermal Stresses. John Wiley and Sons, I...
A system of differential equations of equilibrium of non-thin transversely isotropic plates with a s...
Stress analysis of the plates stiffed Ьу ribs оп one side was carried оut with the variati...
This paper considers the stress fields around a circular isotropic inclusion in anisotropic infinite...
Prokopenya, Alexander Nikolaevich; Chopchits, Nikolay Ignatievich; Kragler, R. Analysis of one-dimen...
Special cases rocking on a plane, the convex and concave surfaces are considered. For research of fi...
In this work, the Galerkin–Vlasov method was used to solve the governing partial differential equati...
Taking into account the real nature of the distributions of boundary conditions on the basis of nume...
The mathematical model allowing to consider the change of physical properties of material of a plate...
A problem on spiral tubes elastic vibration excited by inertia forces acting on the internal mobile ...
The effective method basing on theory of R-functions and variational structural method is developed ...
It seems a mathematical model of a thin circular sandwich plate under the vertical load on the basis...
In this paper a mathematical model describing small oscillations of a heterogeneous medium is consid...
The second basic dynamic problem for thin elastic plates in Kirchhoff model is under consideration. ...