Boundary conditions are formulated on the surface of a cavity filled with a compressible fluid or gas for the equilibrium problem of an elastic body experiencing large deformations. A formulation is given of the stability problem for the equilibrium of a non-linearly elastic body with fluid inclusions. The stability problem is solved for a thick-walled closed spherical shell filled with gas and loaded by external pressure. © 1988
A general theory is developed to determine the dynamic characteristics and stability of a gas cavity...
Ab&aet--The theory of mixtures is applied to the determination of equilibrium states of a solid-...
The loss of sphericity associated with instability of hollow polymeric microspheres in the course of...
Boundary conditions are formulated on the surface of a cavity filled with a compressible fluid or ga...
This thesis studies the phenomenon of cavitation in nonlinear elasticity. In Chapter 2 we study the ...
The stability problem of steady motion of a rigid body with multi-elastic appendages and multi-liqui...
In this paper, the elastoplastic stability of cylindrical shells simultaneously subjected to compres...
In this paper the problem of the buckling of the transversal-isotropic segment of spherical shell wi...
Nowadays the problems of interaction between solids and liquid under high and extremely high pressur...
We study nonlinear stability of steady state solutions of partial differential equations governing t...
In this paper we study a dynamical system consisting of a rigid body and an inviscid incompressible ...
The local Lyapunov stability of a hydrostatically stressed state of an isotropic, homogeneous, non-l...
This thesis deals with the dynamics of a coupled system comprised of a rigid body containing one or ...
Abstract Consider a three-dimensional, homogeneous, compressible, hyperelastic body that occupies a ...
The stability of homogeneous, isotropic, compressible, hyperelastic, thick spherical shells subjecte...
A general theory is developed to determine the dynamic characteristics and stability of a gas cavity...
Ab&aet--The theory of mixtures is applied to the determination of equilibrium states of a solid-...
The loss of sphericity associated with instability of hollow polymeric microspheres in the course of...
Boundary conditions are formulated on the surface of a cavity filled with a compressible fluid or ga...
This thesis studies the phenomenon of cavitation in nonlinear elasticity. In Chapter 2 we study the ...
The stability problem of steady motion of a rigid body with multi-elastic appendages and multi-liqui...
In this paper, the elastoplastic stability of cylindrical shells simultaneously subjected to compres...
In this paper the problem of the buckling of the transversal-isotropic segment of spherical shell wi...
Nowadays the problems of interaction between solids and liquid under high and extremely high pressur...
We study nonlinear stability of steady state solutions of partial differential equations governing t...
In this paper we study a dynamical system consisting of a rigid body and an inviscid incompressible ...
The local Lyapunov stability of a hydrostatically stressed state of an isotropic, homogeneous, non-l...
This thesis deals with the dynamics of a coupled system comprised of a rigid body containing one or ...
Abstract Consider a three-dimensional, homogeneous, compressible, hyperelastic body that occupies a ...
The stability of homogeneous, isotropic, compressible, hyperelastic, thick spherical shells subjecte...
A general theory is developed to determine the dynamic characteristics and stability of a gas cavity...
Ab&aet--The theory of mixtures is applied to the determination of equilibrium states of a solid-...
The loss of sphericity associated with instability of hollow polymeric microspheres in the course of...