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Ground movements due to excavation in clay: physical and analytical models

机译:粘土开挖引起的地面运动:物理模型和分析模型

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摘要

In view of the recent catastrophes associated with deep excavations, there is an urgent need to provide vital guidelines on the design of the construction process. To develop a simple tool for predicting ground deformation around a deep excavation construction for preliminary design and decision-making purposes, small scale centrifuge models were made to observe the complicated mechanisms involved.A newly developed actuation system, with which the construction sequences ofpropping could be implemented, was developed, the new procedures were proven to give more realistic initial ground conditions before excavation with minimal development of pre-excavation bending moment and wall displacement. Incremental wall deformation profiles generally followed the O’Rourke cosine bulge equation and a new deformation mechanism was proposed with respect to wall toe fixity and excavation geometry.Validation of the conservation energy principle was carried out for the undrainedexcavation process. The total loss of potential energy was shown to be balanced by the total work done in shearing and the total elastic energy stored in structures with an error term of 30%.An improved mobilizable strength method (MSD) method using observed mechanistic deformation patterns was introduced to calculate the displacement profile ofa multi-propped undrained excavation in soft clay. The incremental loss in potentialenergy associated with the formation of settlement toughs was balanced by the sum ofincremental storage of elastic energy and the energy dissipation in shearing. A reasonable agreement was found between the prediction by the MSD method and the finite element results computed by an advanced MIT-E3 model for wall displacements, groundsettlement, base heave and bending moment on fixed base walls. For cases of excavationssupported by floating walls, the effect of embedded wall length, depth of the stiff layer, bending stiffness of wall and excavation geometry and over-consolidation ratio of soils were found to have a influence on the maximum wall deflection. In general, the predictions fell within 30% of the finite element computed results.A new chart ψ versus normalized system stiffness was used to demonstrate that MSDcould correctly capture the trend of wall displacements increasing with the ratio ofexcavation depth to depth of stiff layer, which could be controlled by increasing wallstiffness for very stiff wall system only. The incorporation of a simple parabolic curvequantifying small strain stiffness of soil was proven to be essential to good groundmovement predictions. A new dimensionless group has been defined using the MSDconcepts to analyze 110 cases of excavation. The new database can now be used toinvestigate the relationship between structural response ratio S and soil-structure stiffness ratio R where this is shown on log-log axes to capture the enormous range of wall stiffness between sheet-piles and thick diaphragm walls. Wall stiffness was found to have a negligible influence on the magnitude of the wall bulging displacements for deep excavation supported by fixed-based wall with stiffness ranging from sheet pile walls to ordinary reinforced concrete diaphragm walls, whereas excavations supported by floating walls were found to be influenced by wall stiffness due to the difference in deformation mechanisms.
机译:鉴于最近与深基坑相关的灾难,迫切需要为施工过程的设计提供重要指导。为了开发一种用于预测深基坑施工周围地面变形以进行初步设计和决策目的的简单工具,制作了小型离心机模型以观察所涉及的复杂机制。一种新开发的驱动系统,利用该驱动系统可以进行支撑的施工顺序实施,开发后,新程序被证明可以在开挖前提供更现实的初始地面条件,同时最小化开挖前弯矩和墙体位移。增量墙变形轮廓通常遵循O'Rourke余弦凸出方程,并针对墙脚趾的固定性和开挖几何形状提出了新的变形机制。对不排水的开挖过程进行了能量守恒原理的验证。结果表明,势能的总损失与剪切过程中的总功和存储在结构中的总弹性能量(误差项为30%)之间是平衡的。引入了一种改进的可动强度法(MSD),该方法使用了观察到的机械变形模式计算软土中多支撑不排水基坑的位移曲线。与沉降韧度的形成有关的势能的增量损失由弹性能的增量存储与剪切时的能量耗散之和所平衡。通过MSD方法进行的预测与通过先进的MIT-E3模型计算的有限元结果之间的合理一致性被发现,以解决固定基墙上的墙位移,地面沉降,基沉和弯矩。对于由浮墙支撑的开挖案例,发现嵌墙长度,刚性层深度,墙体的弯曲刚度和开挖几何形状以及土的超固结率对最大墙体挠度的影响。通常,预测值落在有限元计算结果的30%范围内。使用新图表ψ与归一化系统刚度的比较表明,MSD可以正确地捕获随开挖深度与刚性层深度之比而增加的壁位移趋势。仅对于非常坚硬的墙系统,可以通过增加墙的刚度来控制。事实证明,采用简单的抛物线曲线来量化土壤的小应变刚度对于良好的地面运动预测至关重要。已使用MSDconcepts定义了一个新的无因次组,以分析110个挖掘案例。现在可以使用新的数据库调查结构响应比S与土-结构刚度比R之间的关系,在对数对数轴上显示该关系,以捕获板桩和厚隔板墙之间的巨大壁刚度范围。发现墙的刚度对固定基墙支撑的深基坑墙的鼓胀位移的大小的影响可以忽略不计,其刚度从板桩墙到普通钢筋混凝土隔板墙,而浮墙支撑的基坑由于变形机制的差异而受到壁刚度的影响。

著录项

  • 作者

    Lam Sze Yue;

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  • 年度 2010
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  • 原文格式 PDF
  • 正文语种 {"code":"en","name":"English","id":9}
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