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Numerical Analysis of Failure Modes of Deep Mixed Column-supported Embankments on Soft Soils

机译:软土地基上深层混合支护路堤破坏模式的数值分析

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Deep mixing (DM) is one of the most commonly used techniques to improve soft soils under embankments. When Bishop's modified method and Spencer's three-part wedge method are used to analyze slope stability of column-supported embankments, they assume that the embankment fails along a slip plane through soils and DM columns that mobilize their shear strengths. However, some numerical studies and centrifugal model tests showed that DM columns might fail in a form of bending or rotation under an embankment loading. The three-dimensional (3-D) finite element method incorporated in the ABAQUS software was used in this study to investigate the failure modes of DM column-supported embankments over soft soils. The subsoil consisted of a 10 m thick soft soil layer, underlain by a 2 m thick dense sand layer. Two conditions were considered in the numerical models: (a) the DM columns were embedded into the dense sand layer and (b) the DM column bases were seated on the top of the sand layer. The shear strength reduction technique was implemented to evaluate the factors of safety of the DM column-supported embankments over soft soils. The factors of safety computed by the numerical analyses were compared with those using Bishop's modified method and Spencer's three-part wedge method. Numerical results indicated that the failure modes of bending and rotation might happen to the DM columns. Bishop's modified method yielded a higher factor of safety than those from the numerical method and Spencer's three-part wedge method.
机译:深层搅拌(DM)是改善路堤下软土的最常用技术之一。当使用Bishop的改进方法和Spencer的三部分楔形方法分析柱支撑路堤的边坡稳定性时,他们假定路堤沿滑移面通过土壤和DM柱,从而动员了它们的抗剪强度。但是,一些数值研究和离心模型测试表明,在路堤荷载下,DM柱可能会以弯曲或旋转的形式失效。本研究中使用了ABAQUS软件中包含的三维(3-D)有限元方法来研究DM柱支撑的路堤在软土上的破坏模式。底土由一个10 m厚的软土层组成,下面是一个2 m厚的致密砂层。在数值模型中考虑了两个条件:(a)将DM柱埋入致密的砂层中,并且(b)将DM柱的底部安放在砂层的顶部。实施抗剪强度折减技术以评估DM柱支撑的路堤在软土上的安全性。将通过数值分析计算出的安全系数与使用Bishop改进方法和Spencer的三部分楔形法的安全系数进行了比较。数值结果表明,DM柱可能发生弯曲和旋转的破坏模式。 Bishop的改进方法比数值方法和Spencer的三部分楔形方法产生了更高的安全系数。

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