Applied Mathematics and Mechanics (English Edition) ›› 2004, Vol. 25 ›› Issue (3): 272-278.

• 论文 • 上一篇    下一篇

DYNAMIC ANALYSIS OF UNDERGROUND COMPOSITE STRUCTURES UNDER EXPLOSION LOADING

赵晓兵1, 薛大为2, 赵玉祥3   

  1. 1. The Command Institute of the Second Artillery of PLA, Wuhan 430012, P.R.China;2.University of Macau, C. Postal 3001, Macau, P.R.China;
    3. Luoyang Hydraulic Engineering Technology Institute, Luoyang 471023, P.R.China
  • 收稿日期:2003-06-28 修回日期:2003-10-24 出版日期:2004-03-18 发布日期:2004-03-18

DYNAMIC ANALYSIS OF UNDERGROUND COMPOSITE STRUCTURES UNDER EXPLOSION LOADING

ZHAO Xiao-bing1, XUE Da-wei2, ZHAO Yu-xiang3   

  1. 1. The Command Institute of the Second Artillery of PLA, Wuhan 430012, P.R.China;2.University of Macau, C. Postal 3001, Macau, P.R.China;
    3. Luoyang Hydraulic Engineering Technology Institute, Luoyang 471023, P.R.China
  • Received:2003-06-28 Revised:2003-10-24 Online:2004-03-18 Published:2004-03-18

摘要: In selecting rational types of underground structures resisting explosion,in order to improve stress states of the structural section and make full use of material strength of each part of the section,the research method of composite structures is presented. Adopting the analysis method of micro-section free body,equilibrium equations,constraint equations and deformation coordination equations are given. Making use of the concept of generalized work and directly introducing Lagrange multiplier specific in physical meaning,the validity of the constructed generalized functional is proved by using variation method. The rational rigidity matching relationship of composite structure section is presented through example calculations.

Abstract: In selecting rational types of underground structures resisting explosion,in order to improve stress states of the structural section and make full use of material strength of each part of the section,the research method of composite structures is presented. Adopting the analysis method of micro-section free body,equilibrium equations,constraint equations and deformation coordination equations are given. Making use of the concept of generalized work and directly introducing Lagrange multiplier specific in physical meaning,the validity of the constructed generalized functional is proved by using variation method. The rational rigidity matching relationship of composite structure section is presented through example calculations.

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