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Analytical solution of passive resultant force acting on retaining structure in case of an inner pit

机译:在内坑的情况下,在保持结构上作用的被动结果力的分析解

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摘要

In the past few years, pit-in-pit excavations have become common to maximize urban underground space. Estimating passive earth pressure is a critical prerequisite to using them. However, Rankine and Coulomb's theory, based on the semi-infinite space assumption, is not suitable for a foundation pit with inner pits. In this study, four cases are identified according to the relative positions of inner pits, and corresponding formulas, based on limit equilibrium analysis, are proposed to calculate the passive resultant force. The analytical expressions of the passive resultant force and the shear failure angle in each case are correspondingly derived. This method is verified with the finite element method (FEM) by comparing the horizontal passive earth pressure and failure surfaces. A few parameters, including the size of the inner pit, the distance between retaining structure and inner pit, the cohesion of soil, and soil-structure interface friction angle, have an effect on the passive resultant force, which is shown by a parametric study. There is one most unfavorable position for an inner pit where the passive resultant force reaches its minimum. This research is intended to provide a theoretical basis for the bracing design of a foundation pit with an inner pit.
机译:在过去几年中,为了最大限度地利用城市地下空间,逐坑挖掘已经变得很普遍。估算被动土压力是使用它们的关键先决条件。然而,基于半无限空间假设的Rankine和库伦理论不适用于具有内坑的基坑。在本研究中,根据内坑的相对位置确定了四种情况,并基于极限平衡分析提出了相应的公式来计算被动合力。推导了各种情况下的被动合力和剪切破坏角的解析表达式。通过比较水平被动土压力和破坏面,用有限元法(FEM)对该方法进行了验证。参数研究表明,内坑的大小、支护结构与内坑的距离、土壤的粘聚力和土壤-结构界面摩擦角等参数对被动合力有影响。对于内坑来说,有一个最不利的位置,被动合力达到其最小值。本研究旨在为基坑内支撑支护设计提供理论依据。

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