Submit an Article
Become a reviewer
Vol 48 Iss. 3
Pages:
76-80
Download volume:
RUS
Article

Axisymmetric oscillations of a spherical shell and a rigidly bound body

Authors:
N. N. Kazarinova
Date submitted:
1967-09-12
Date accepted:
1967-11-11
Date published:
1968-07-02

Abstract

Consider the problem of calculating the natural frequencies of axisymmetric oscillations of a thin hemisphere of radius R with mass M, rigidly fixed at the equator. The system of equations in displacements describing the oscillations of the shell element has the form...

Область исследования:
(Archived) Without section
Go to volume 48

References

  1. Vlasov V. Z. General Theory of Shells. Gostekhizdat, 1949.
  2. Gradstein I. S., Ryzhik I. M. Tables of integrals, sums, series and products. Fizmatgiz, 1962.
  3. Tovstik P. E. Free vibrations of a thin spherical dome. Proc. AS USSR, Mechanics, No. 6, 1965.

Similar articles

On one form of solution of an equation of parabolic type
1968 M. A. Akhmedov
One Cauchy problem for unsteady flow
1968 V. Ya. Bril
Toward the Estimation of Sharp Deviating Observations in the Indicative Distribution
1968 N. Ya. Golovenchits
On the motion of unbounded vertical two-component flow
1968 R. I. Shkadov
Transformation of a Random Process in a Dynamic System of Integrator Type
1968 V. G. Labazin, O. I. Yanushevsky
On the stability of steady-state motion of an inertial cone crusher
1968 Yu. I. Severov