an elastic 
Technical stability of solutions of nonlinear differential equations of controlled vertical motion of an elastic body for a give


Technical stability of solutions of nonlinear differential equations of controlled vertical motion of an elastic body for a give


The impact of a system of elastically linked material points against an absolutely rigid obstacle is analytically described and limit to an elastic homogeneous rod is studied.


With the aid of the decomposition method, the obtained results are applied to the problem for the suppression with the aid of the actuator of vibrations of an elastic rod (plate) that is found to be under the action of Gaussian random actions.


Stability of laminar boundary layer on an elastic surface in an incompressible fluid


In the present paper the problem of the interaction of an elastic surface with disturbances arising in the boundary layer is posed as in [4].


Then we consider the case of finite conductivity, but with high field frequency and with disturbances for which the skin layer oscillates together with the liquid as an elastic film, and it is shown that the stability criterion remains as before.


Radial oscillations of an elastic sphere in a compressible fluid


A method for calculating the oscillations of a liquid partially filling an elastic shell of revolution


The velocity field generated by wing vibrations propagating along an elastic wing surface with finite velocity is studied.


Equilibrium shape of a cavity bounded by an elastic film in a homogeneous flow of a liquid


Influence of an elastic plate on the motion of an inhomogenfous fluid


Below, the deformation of pipes in which perturbation waves of an elastic liquid propagate is described using a BoltzmannVolterra elasticmemory theory, which gives a good description of the strength of many polymer materials and metals [57].


Thickness of the film in an elastic hydrodynamic contact


The flow around an elastic plate in a linear formulation was considered in [7, 8].


Superposition of lowamplitude shear vibrations on steady shear flow of an elastic fluid


The problem of the symmetric flow around an elastic plate is solved by the Kirchhoff scheme as an illustration.


In [1] an investigation was made of jet flow around an elastic plate.


Below, in an exact nonlinear statement, a study is made of the problem of jet flow around an elastic cylindrical shell, fastened at one end and having the second end free.


The motion of liquid in an elastic porous medium in the form of an orthotropic cylindrical region with a cavity in the form of a circular cylinder is considered as an example.

