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基于锥体理论的三维拱坝无限地基SBFEM模型 被引量:2

Scaled Boundary Finite Element Method Model of Three-dimensional Unbounded Foundation of Arch Dams Based on Cone(Theory)
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摘要 基于锥体动力学理论,提出一种合理的三维拱坝无限地基SBFEM模型,利用具有马鞍面为表面的半无限空间代替拱坝无限地基。经算例验证,该模型精度可靠,能够方便高效地解决拱坝—无限地基的相互作用问题,从而拓展了SBFEM的应用范围。 The Scaled Boundary Finite Element Method(SBFEM) was mainly applied to structure-unbounded foundation interaction problems.It is dominant in solving the three-dimensional large-scale problem because of the advantage that only the boundary of the domain should be discretized.But,this method can't simulate the foundation with complicated geometrical shape(for example the three-dimensional unbounded foundation of arch dam) expediently owing to the inherent similarity,therefore,its engineering application is restricted. In this paper,based on the dynamic cone theory developed by Meek and Wolf,a reasonable three-dimensional SBFEM model for unbounded foundation of arch dams is proposed.The unbounded foundation of arch dam is substituted by a half unbounded space with saddle surface.Numerical examples show that this model is simple,effective and appropriate for large-scale practical engineering purpose as arch dam unbounded interaction problem.The applied field of SBFEM is extended accordingly.
出处 《水电能源科学》 2006年第1期25-29,共5页 Water Resources and Power
基金 国家自然科学基金资助项目(50139010)
关键词 比例边界有限元方法 锥体动力学理论 三维拱坝无限地基 结构—无限地基相互作用 scaled boundary finite element method dynamic cone theory three-dimensional unbounded foundation of arch dams structure-unbounded foundation interaction
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参考文献14

  • 1金峰,张楚汉,王光纶.结构地基相互作用的FE-BE-IBE耦合模型[J].清华大学学报(自然科学版),1993,33(2):17-25. 被引量:20
  • 2杜修力,陈厚群,侯顺载.拱坝系统三维非线性地震波动分析[J].地震工程与工程振动,1996,16(3):39-47. 被引量:22
  • 3Wolf J P,Song Chongmin. Finite-element Modelling of Unbounded Media [M]. Wiley, New York,1997.
  • 4Meek J W, Wolf J P. Cone Models for Homogeneous Soil [J]. Journal of Geoteehnieal Engineering,ASCE, 1992, 118:667-685.
  • 5Meek J W, Wolf J P. Cone Models for a Soil on Rigid Rock[J]. Journal of Geotechnical Engineering, ASCE, 1992, 118:686-703.
  • 6Meek J W, Wolf J P. Cone Models for a Pile Foundation [J]. Piles Under Dynamic Load, Geotechnical Special Publication, ASCE, 1992,34:94-113.
  • 7Meek J W, Wolf J P. Cone Models for an Embedded Foundation[J]. Journal of Geotechnical Engineering, ASCE, 1994, 120(1): 60-80.
  • 8Ehlers G. The Effect of Soil Flexibility on Vibrating Systems [J] (in German). Beton Eisen, 1942, 41(21/22) : 197-203.
  • 9Meek J W, Veletsos A S. Simple Models for Foundations in Lateral and Rocking Motion [A]. In:Proceeding of 5th Word Conference on Earthquake Engineering [C]. Rome: [s. n.], 1974. 2 610-2 613.
  • 10Meek J W, Wolf J P. Why Cone Models Can Represent the Elastic Half-Space [J]. Earthquake Engineering & Structural Dynamics, 1993, 22:759-771.

二级参考文献25

  • 1KUBO K, KAFAGAMA T, OHASHI A. Present state of lifeline earthquake engineering in Japan [A].Proceeding of Current State of Knowledge of Lifeline Earthquake Engineering Conference [C]. Tokyo:ASCE, 1997. 118-133.
  • 2MATHEWS L C, GEERS T L. A doubly asymptotic nonreflecting boundary for ground-shock analysis [J]. J Appl Mech ASCE, 1987,54:489-497.
  • 3STAMOS A A, BESKOS D E. Dynamic analysis of large 3-D underground structures by the BEM [J].Earthquake Eng & Struct Dyn, 1995,24:917-934.
  • 4WOLF J P. Soil-structure Interaction Analysis in Time Domain [M]. New Jersey:Prentice-hall, 1987.
  • 5WOLF J P, SONG C M. Finite Element Modeling of Unbounded Media [M]. New York:Wiley, 1996.
  • 6张楚汉,Int J Num Methods Eng,1991年,31卷,447页
  • 7张楚汉,Commun Appl Numben Methods,1989年,5卷,389页
  • 8张楚汉,1986年
  • 9廖振鹏,中国科学.A,1984年,3卷,6期,556页
  • 10Wong H L,Bull Seism Soc Am,1982年,72卷,1167页

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