A Elastic Analysis for the Impact Response Analysis of Two-Layered Cylindrical Shells

2층 원통쉘의 탄성 충격응답 해석

  • 박승진 (인천전문대학 토목과) ;
  • 미카미 타카시 (홋카이도대학 공학연구과)
  • Received : 2000.07.04
  • Published : 2000.12.27

Abstract

A model analysis is used to predict the impact response of a simply supported elastic circular cylindrical shell composed of two bonded isotropic layers. The governing equations for a two-layered cylindrical shell are derived on the basis of an improved theory for the single-layer shell which includes the effects of transverse shear deformation and rotary inertia. Calculations are made for the specific case of the steel-concrete cylindrical shell subjected to a suddenly applied load. The solutions show that the method yields very good results. Therefore the proposed method is useful not only for a better investigating of the response characteristics of the shell but also available for a check on other numerical methods such a FEM.

충격하중을 받는 단순지지된 2층 원통쉘의 탄성 충격응답해석에 대한 모델해석을 실시하였다. 2층 원통쉘에 대한 지배방정식은 전단변형과 회전관성을 고려한 단층 수정쉘 이론을 적용하여 충격하중을 받는 철-콘크리트 원통쉘에 대해서 해석하였다. 수치결과에서 알 수 있듯이 응답의 기본적 특성 이해 및 유한요소법 등의 수치해법에 대한 정도 확립에 유효하게 이용될 수 있다고 생각한다.

Keywords

References

  1. The Behavior of Structures Composed of Composite Materials Vinson, J. R.;Sierakowski, R. M.
  2. Experimental Mechanics Free vibrations of multilayered cylindrical shells Weingarten, I.
  3. The Mechanics of Vabrations of Cylindrical Shells Markus, S.
  4. AIAA J. Dynamic respinse of two-layeded cylindrical shells to time dependent loads. Bushnell, D.
  5. J. Acoust. Soc. Am. Nonaxially symmetric motion of cylindrical shells Mirsky, I.;Herrmann, G.
  6. Vibrations of Elastic Structual Members Magrab, E. B.
  7. Proc. ASCE. EM 5 Forced motion of cylindrical shells Reismann, H.;Medige, J.
  8. J. Sound Vib v.59 Buckling and Vibration of Inplane Loaded plastes Treated by Unified Ritz Approach Bassily, S. F.;Dickinson, S. M.
  9. Int. J. Mech. Sci. v.29 no.8 Vibration and Buckling of Generally Laminated Composite Plate with Arbitrary Edge Conditions Baharlou, B.;Leissa, L. W.
  10. J. of AIAA v.6 Finite element solution to dynamic stability of bars Brown, J. E.;Hutt, J. M.;Salama, A. E.
  11. J. of ASCE. Proc v.92 no.EM2 Stability of plates using the finite element method Kapur, K. K.;Hartz, B.J.
  12. The Mechanics of Cylindrical Shells Stefan Markus
  13. J. Sound Vib. v.85 Rayleigh-Ritz vibration analysis of rectangular mindlin plates subjected to membrane stresses Roufaeil, O. L;DAwe, D. J.
  14. J. Sound Vib. v.81 Vibration of curved plate assemblics subjected to membrane stresses Dawe, D. J.;Moris. I. R.
  15. Proc. ASCE v.97 no.EM3 Dynamic stability of plates by finite elements J. M. Hutt;A. E. Salam