Journal of the Computational Structural Engineering Institute of Korea (한국전산구조공학회논문집)

Computational Structural Engineering Institute of Korea (한국전산구조공학회)
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Finite Element Simulation of High-Speed Impact in Plane Structure

고속충격하중을 받는 평면구조의 유한요소해석

  • Published : 1999.06.01
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Abstract

본 연구는 등방탄성체에 고속충격하중이 작용하는 경우에 대한 유한요소해석에 관한 것으로 대상구조는 여러 가지 모양의 2차원 평면구조를 택하였다. Galerkin 방법을 이용하여 유한요소 정식화하였으며 직접시간적분법에 의해 수치해를 구하였다. 본 해석에서는 균열이 없는 평판으로 수치해와 이론해를 비교하여 수치해의 신뢰성을 확인하였으며, 0°, 30°, 45°경사 균열이 없는 평판에 적용한 3가지 예를 분석하였다. 수치해석 결과는 이론해의 결과와 상호 잘 일치하였다.

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References

  1. Int. J. Num.Mech. Engineering v.17 Dynamic Stress Concentration Studies by Boundary Integrals and Laplace Transform Manolis, G. D.;Beskos, D. E.
  2. Int. J. Num.Mech.Engineering v.19 A Comparative Study on Three Boundary Element Method Approaches to Problems in Elastodynamics Manolis, G. D.
  3. Applied Mathematics Modelling v.6 Formulation of the Boundary Element Method for Transient Problems Governed by the Scalar Wave Equation Mansur, W. J.;Brebbia, C. A.
  4. Int. J. of Numerical Methods Eng. v.24 Transient Analysis of Three-dimensional Wave Propagation Using Boundary Element Method Dohner, J. L.;Shoureshi, R.;Bernhard, R. J.
  5. Ph.D. Thesis, Stanford University A Finite Element Method for Large Domain Problems Givoli, D.
  6. Quart.J.Appl.Math. A Neumann Series Representation for Solutions to Boundary-Value Problems in Dynamic Elasticity Ahner, J. F.;Hsiao, G. C.
  7. Symposium on Advanced Boundary Element Methods Coupling of Finite Elements and Boundary Elements for Transmission Problems of Elastic Waves Costabel, M.;Stephan, E. P.
  8. On a Boundary Integral Equation Method for Some Exterior Problems in Elasticity Hsiao, G. C.;Wendland, W. L
  9. Math. Comp. v.35 On the Coupling of Boundary Integral and Finite Element Methods Johnson, C.;Nedelec, J. C.
  10. J.Acoust.Soc.Am. v.59 Huygen's, Principle, Radiation Conditions, and Integral Formulas for the Scattering of Elastic Waves Pao, Y. H.;Varatharajulu, V.
  11. Ph.D. Dissertation, Purdue University A Spectral Analysis Approach to Wave Propagation in Layered Solids S. A. Rizzi
  12. J. of Vibration and Acoustics v.114 Spectral Analysis of Wave Motion in Plane Solids With Boundaries S. A. Rizzi;J. F. Doyle
  13. Electromagnetic Thoery J. A. Stratton
  14. Numerical Integration of the Equation of Motion R. W. Clough
  15. Shock Vib. Dig. v.11 no.1 Finite Element Modeling of Structural Vibration : A Review of Recent Advances J. N. Reddy