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Theoretical and Experimental Investigations of the Natural Vibrations of the Divergence and Divergence Pseudoflutter Type Systems

  1. Lech Tomski*,
  2. Janusz Szmidla*

Article first published online: 15 FEB 2005

DOI: 10.1002/pamm.200410190

Issue

PAMM

PAMM

Volume 4, Issue 1, pages 418–419, December 2004

Additional Information

How to Cite

Tomski, L. and Szmidla, J. (2004), Theoretical and Experimental Investigations of the Natural Vibrations of the Divergence and Divergence Pseudoflutter Type Systems. Proc. Appl. Math. Mech., 4: 418–419. doi: 10.1002/pamm.200410190

Author Information

  1. Czestochowa University of Technology, Institute of Mechanics and Machine Design, ul. Dabrowskiego 73, 42-200 Czestochowa, Poland

*Phone: +48 343 250 620, Fax: +48 343 250 647

Publication History

  1. Issue published online: 15 FEB 2005
  2. Article first published online: 15 FEB 2005

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References

  • [1]
    Euler, L.: Methodus in vemiendi lineas curves maximi minire proprietate gaudentes, Appendix: De curvis elasticis, Lausanne and Geneva, 1744.
  • [2]
    Beck, M.: Die knicklast des einseitig eingespannten tangential gedruckten stabes, ZAMP 4,1953, 225-228, 476-477.
  • [3]
    Sundararajan, C.: Influence of an elastic end support on the vibration and stability of Beck's column. Int. J. Mech. Sci., 18, 1976, 239-241.
  • [4]
    Tomski, L., Przybylski, J., Golebiowska-Rozanow, M., Szmidla, J.: Vibration and stability of an elastic column subject to a generalized load. Archive of Applied Mechanics 67, 1996, 105-116.
  • [5]
    Tomski, L., Przybylski, J., Golebiowska-Rozanow, M., Szmidla, J.: Vibration and stability of columns to a certian type of generalised load. Journal of Theoretical and Applied Mechanics, 37, 2, 1999, 283-299.
  • [6]
    Tomski, L., Przybylski, J., Golebiowska-Rozanow, M., Szmidla, J.: Vibration and stability of a cantilever column subject to a follower force passing through a fixed point. Journal of Sound and Vibration, 214, 1, 1998, 67-81.
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