Soviet Applied Mechanics

, Volume 27, Issue 9, pp 858–864 | Cite as

Stability of kinematically excited oscillations of a rotating spherical shell

  • V. I. Gulyaev
  • A. A. Kirichuk
  • V. A. Yasinskii


Spherical Shell Excited Oscillation 
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Literature Cited

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    N. V. Butenin, Ya. L. Lunts, and D. R. Merkin, Course in Theoretical Mechanics [in Russian], in two volumes, Nauka, Moscow (1976).Google Scholar
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    E. A. Gotsulyak, V. L. Ermishev, and N. T. Zhadrasinov, Application of the Method of Curvilinear Grids to Shell Design [in Russian], Kiev (1988), Deposited in the Ukrainian Scientific-Research Institute of Scientific and Technical Information on January 6, 1981, No. 2557.Google Scholar
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    V. I. Gulyaev, V. A. Bazhenov, E. A. Gotsulyak, et al., Calculation of Complex Forms of Shells [in Russian], Budivél'nyk, Kiev (1990).Google Scholar
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    V. I. Gulyaev, V. A. Bazhenov, E. A. Gotsulyak, et al., Stability of Periodic Processes in Nonlinear Mechanical Systems [in Russian], Vishchaya Shkola, L'vov (1983).Google Scholar
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    V. I. Gulyaev and A. A. Kirichuk, “Stability of kinematically excited nonlinear oscillations of thin shells of revolution,” in: Problems of Shell Mechanics [in Russian], Kalinin (1989), pp. 53–63.Google Scholar
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    A. A. Kirichuk, Z. A. Mrué, and O. M. Sadyk, “Stability of nonlinear oscillations of spherical shells subjected to kinematic excitations,” Soprot. Mater. Teor, Sooruzh, No. 54, 8–12 (1989).Google Scholar

Copyright information

© Plenum Publishing Corporation 1992

Authors and Affiliations

  • V. I. Gulyaev
  • A. A. Kirichuk
  • V. A. Yasinskii

There are no affiliations available

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