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An analytical approach for the prediction of single pile and pile group behaviour in clay

机译:预测黏土中单桩和桩群行为的分析方法

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摘要

In this paper, the 't-z method' is employed to describe the nonlinear behaviour of a single pile and is used to obtain simplified predictions of pile group behaviour by considering the interaction between two-piles in conjunction with the Interaction Factor Method (IFM). The principal inconvenience of the t-z method arises from the determination of the resisting curve's shape an improvement upon this aspect is the main aim of this study. Partial slip is considered using a new analytical approach which is an adaptation of a model based on bond degradation. Pile installation effects and interface strength reduction are uncoupled and considered explicitly in this study. Lateral profiles of mean effective stress after pile installation and subsequent consolidation which were representative of predictions determined in a previous study using a modified version of the cavity expansion method (CEM) are adopted; these predictions are subsequently used to relate installation effects to changes in soil strength and stiffness. In addition, the 'reinforcing' effects of a second, 'receiver', pile on the free-field soil settlement is considered using a nonlinear iterative approach where the relative pile-soil settlement along the pile shaft is related to the soil spring stiffness. Through comparisons with previously published field test data and numerical simulations, the results indicate that the proposed approach provides a sufficiently accurate representation of pile behaviour while conserving considerable computing requirements.
机译:在本文中,“ t-z方法”用于描述单桩的非线性行为,并通过与相互作用因子方法(IFM)结合考虑两桩之间的相互作用,用于获得桩群行为的简化预测。 t-z方法的主要不便来自确定阻力曲线的形状,对此方面的改进是本研究的主要目的。使用新的分析方法来考虑部分滑移,该方法是基于键降级的模型的改编。在这项研究中,桩的安装效果和界面强度的降低是不相关的,并且需要明确考虑。采用桩身安装和后续固结后平均有效应力的侧向剖面,这些剖面代表了先前研究中使用改进型腔膨胀法(CEM)确定的预测结果;这些预测随后用于将安装效果与土壤强度和刚度的变化相关联。另外,使用非线性迭代方法考虑第二个“接收器”桩对自由场土壤沉降的“增强”作用,其中沿桩身的相对桩土沉降与土壤弹簧刚度有关。通过与以前发布的现场测试数据和数值模拟进行比较,结果表明,所提出的方法在保持相当大的计算要求的同时,提供了桩性能的足够准确的表示。

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    Sheil, BB; McCabe, BA;

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  • 年度 2016
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