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预应力控制大基坑中的水平位移 被引量:21

Research of Displacement Control with Prestress in Long Excavations
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摘要 目前我国的基坑越来越大。当最小宽度接近100 m时,内支撑刚度急剧下降,温度影响明显上升,常规的钢支撑或混凝土支撑都很难将基坑坑壁水平位移控制在规范的要求之内。预应力支撑能将这种超大基坑的水平位移控制在30 mm以内,是针对大基坑的最佳内支撑形式。本文论述了预应力支撑在大基坑中应用时必须要解决的两个基本概念和计算理论问题:(1)在下层土体开挖前,采用预应力将坑壁外的被动土压力充分激发出来。才能有效地起减小位移的作用;(2)100 m的超长对撑若考虑了支撑的立柱对支撑的侧向弹性约束,就可以不必进行整体稳定验算及相应的强度削减。 At present,the width of excavations is getting more and more in China. When the minimum width is close to 100 meters,the supporting stiffness falls sharply and temperature effect rises obviously. It is very difficult for conventional steel support or concrete support to ensure the displacement of excavation under the control. An innovative prestressed support system could limit the displacement of excavation within 30 mm. The Innovative Prestressed Support System is a perfect solution to control the displacement. There are two keys to ensure prestressed support success.( 1) Prestressed working mechanism: the prestress is able to control displacement if the passive earth pressure is born with the increasing of prestress.( 2) In calculation of the stability of brace more than 100 m long with considering the lateral restraint by the column,there's no need to calculate the stability of brace as a whole.
出处 《地下空间与工程学报》 CSCD 北大核心 2015年第S1期103-107,共5页 Chinese Journal of Underground Space and Engineering
关键词 预应力 被动土压力 位移控制 有侧向弹性约束的压杆稳定 有初始位移的侧向约束压杆稳定 prestress passive earth pressure displacement control stability calculation of pressure bar with lateral restraint stability of pressure bar with lateral restraint and initial displacement
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参考文献4

  • 1Seok-Soon Lee,Jeong-Seo Koo,Jin-Min Choi.Variational formulation for Timoshenko beam element by separation of deformation mode. Communications in Numerical Methods in Engineering . 1994
  • 2Moshe Eisenberger.Derivation of shape functions for an exact 4-d.o.f. Timoshenko beam element. Communications in Numerical Methods in Engineering . 1994
  • 3Tong,P.Exact solution of certain problems by the finite element method. AIAA Journal . 1969
  • 4Kanok-Nukulchai W,Dayawansa PH,Karasudhi P.An wxact finiteelement model for deep beams. International Journal of Structures . 1981

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