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单桩复合地基固结性状有限元分析 被引量:10

FEM analysis of consolidation behavior of composite ground with single pile
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摘要 在编制并验证Biot固结有限元(FEM)程序的基础上,对单桩复合地基固结进行了有限元分析,并比较了强排水桩复合地基和弱排水桩复合地基的固结性状.对于强排水桩复合地基:渗流以径向为主;是否考虑应力集中对平均固结度影响甚微,但对地基浅层孔压分布产生较大影响.对于弱排水桩复合地基:渗流以竖向为主;无论考虑应力集中与否,孔压分布和天然地基相比在深度方向梯度更大,由此形成的应力差更利于孔压向透水面的消散,从而加速了地基的固结. The programming and validating FEM code of Biot's consolidation theory were used for FEM analysis of the consolidation of composite ground with single pile, and the consolidation behavior of composite ground with strong drainage pile was compared with the one with weak drainage pile. For composite ground with strong drainage pile, the main flow is in radial direction; and while the average consolidation degree is negligibly affected by stress concentration, the pore water pressure in shallow soil is greatly affected. For composite ground with weak drainage pile, the main flow is in vertical direction, and whether the stress concentration effect is or not taken into account, the gradient of pore water pressure along depth is greater than that in natural ground. This benefits dissipation of pore water pressure and thus accelerates the consolidation rate.
作者 徐洋 谢康和
出处 《浙江大学学报(工学版)》 EI CAS CSCD 北大核心 2004年第2期200-203,252,共5页 Journal of Zhejiang University:Engineering Science
关键词 复合地基 固结 有限元 应力集中效应 单桩 Consolidation Drainage Finite element method Models Piles Stress concentration
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  • 1谢康和.双层地基─维固结理论与应用[J].岩土工程学报,1994,16(5):24-35. 被引量:122
  • 2徐洋,谢康和,许国平,何丽波.群桩复合地基固结性状有限元分析[J].建筑结构,2006,36(2):80-82. 被引量:2
  • 3Schiffman R L,Stein J R.One-dimensional Consolidation of Layered Systems[J].SMFD.ASCE, 1970(4).
  • 4黄文熙.土的工程性质[M].北京:中国建筑工业出版社,1995.
  • 5ZHOU Y H, ZHENG X J. A general expression of magnetic force for soft ferromagnetic plates in complex magnetic fields[J]. International Journal Engineering Science, 1997, 35(15) : 1405 - 1417.
  • 6HUA T Q, KNOTT M J, TURNER L R, et al. Experimental modeling of eddy currents and deflection for Tokamak limiters [J]. Fusion Teehology, 1986, 10:1047 -1052.
  • 7MORISUE T. Analysis of a coupled problem: the felix cantilevered beam [J]. IEEE Transaction on Magnetics,1990, 26(2) : 540- 543.
  • 8TAKAGI T, TANI J, MATSUDA S, et al. Analysis and experiment of dynamic deflection of a thin plate with a coupling effect [J]. IEEE Transaction on Magnetics,1992, 28(2) : 1259- 1262.
  • 9MIYA K, EDAKIN J, SATOSHI HANAI. Finite Element Analysis of an Eddy Current Induced in Thin Structures of a Magnetic Fusion Reactor [J]. International Journal for Numerical Methods in Engineering, 1981, 17 ..1613 - 1629.
  • 10MOON F C, PAO Y H. Vibration and Dynamic Instability of a Beam-Plate in a Transverse Magnetic Field[J]. ASME Journal of Applied Mechanics, 1969, 36:92- 100.

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