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Tytuł artykułu

Vibrations of the three-layer shell with damping

Wybrane pełne teksty z tego czasopisma
Identyfikatory
Warianty tytułu
Języki publikacji
EN
Abstrakty
EN
In this paper the analytical method [17, 18] has been used for solving the problem of vibrations of the three-layer shell with damping. External layers are modelled as the MINDLIN shells and the internal layer possesses the characteristics of a viscoelastic one-directional WINKLER foundation. Small transverse vibrations of the three-layer shell with damping is excited by the dynamical non-uniform loading moving at the constant velocity v*. Numerical results are presented in the diagrams.
Rocznik
Strony
329--351
Opis fizyczny
Bibliogr. 22 poz., rys., wykr.
Twórcy
  • Kazimierz Wielki University in Bydgoszcz Faculty of Mathematic, Physic and Technology, Institute of Technology Chair of Wooden Construction, 30 Chodkiewicza street, 85-064 Bydgoszcz, Poland
Bibliografia
  • 1. S. P. TIMOSHENKO, S. WOINOWSKY-KRYGIER, Theory of plates and shells, New York, Toronto, London, Mc Graw Hill, Book Company, Inc., 1956.
  • 2. W. T. GRINCZENKO, Equilibrium and determination of vibrations of elastic bodies of the final dimensions, Think Science, Kiev 1978.
  • 3. A. BORISUK, Modelling of the acoustic properties of the larger human blood vessel, J. Acoustic Wisnik, Institute of Hydromechanics, National Academy of Sciences of Ukraine, 1, 3, 3-13, 1998.
  • 4. G. JEMIELITA, On the shear coefficients, Theor. Found, in Civil Engng., 6, Faculty of Civil Engng., Warsaw Univ. of Tech., 115-122, Warsaw 1998.
  • 5. W. G. KARNAUCHOW, I. Fi. KIRICZOK, Thermomechanics theory of three-layer isotropic shells with viscoelastic interlayer, Applied Mechanics, 19, 31-37, Kiev 1983.
  • 6. R. BOGACZ, R. SZOLC, On nonlinear analysis of the geared drive systems by means of the wave method, Journal of Theoretical and Applied Mechanics, 31, 2, 393-401, 1993.
  • 7. W. SZCZESNIAK, The selection of problems of beams and shells subjected to inertial moving load, Building Engineering, 132, Warsaw Univ. of Tech., 1994.
  • 8. W. SZCZESNIAK, Vibrations of the plate with mean thikness under the moving loads, J. Engng. Trans., 35, 3, 37-53, 1985.
  • 9. N. D. PANKRATOVA, B. NIKOLAEV, E. SWITONSKI, Non-axisymmetrical deformation of flexible rotational shells in classical and improved statement, Journal of Engineering Mechanics, 3, 2, 89-96, Brno 1996.
  • 10. JA. M. GRIGORENKO, Solution of problems of theory shells by the methods of numerical analysis, 20, 3-22, Applied Mechanics 1984.
  • 11. T. LEWINKI, J. J. TELEGA, Plates, laminates and shells, Asymptotic analysis and ho-mogenization, World Scientific, Series on Advances in Mathematics for Applied Sciences, 52, Singapore, New Jersey, London, Hong Kong 2000.
  • 12. R. A. Di TARANTO, J. R. MCGRAW, Vibratory bending of damped laminated plates, Journal of Engineering for Industry, 91, 1081-1090, Transactions of the American Society of Mechanical Engineers 1969.
  • 13. W. KURNIK, A. TYLIKOWSKI, Mechanics of laminated elements, Warsaw Univ. of Tech., Warsaw 1997.
  • 14. M. WOZNIAK, Railway embankment as the building foundation, Mathematical Modelling, Scientific Treatises and Monograhs, SGGW-AR, Warsaw 1991.
  • 15. F. TSE, I. MORSE, R. HINKLE, Mechanical vibrations, theory and applications, Allyn and Bacon, Boston 1978.
  • 16. J. NIZIOL, J. SNAMINA, Free vibration of the discrete-continuous system with damping, Journal of Theoretical and Applied Mechanics, 28, 1-2, 149-160, 1990.
  • 17. K. CABANSKA-PLACZKIEWICZ, Dynamics analysis of sandwich cylindrical shell, International Journal of Strength of Materials, 4, 346, 119-127, National Academy of Sciences of Ukraine, Institute of Problems of Strength, Kiev 2000.
  • 18. K. CABANSKA-PLACZKIEWICZ, Vibrations of the complex system with damping under dynamical loading, International Journal of Strength of Materials, 2, 356, 82-101, National Academy of Sciences of Ukraine, Institute of Problems of Strength, Kiev 2002.
  • 19. KL. CREMER, M. HECKEL, E. UNGAR, Structure-borne sound, Structural Vibrations and Sound Radiation at Audio Frequencies, Springer-Verlag, Berlin 1988.
  • 20. J. CABANSKI, Generalized exact method of analysis of free and forced oscillations in the non-conservative physical system, Journal of Technical Physics, 41, 4, 471-481, 2000.
  • 21. D. NASHIF, D. JONES, J. HENDERSON, Vibration damping, Mir, Moscow 1988.
  • 22. W. NOWACKI, The Building Dynamics, Arkady, Warsaw 1972.
Typ dokumentu
Bibliografia
Identyfikator YADDA
bwmeta1.element.baztech-article-BPB2-0023-0010
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