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Accuracy analysis of 2D numerical methods of deep‑seated failure analysis in embankments on stone column reinforced ground

机译:石柱加筋地基堤坝深层故障分析2D数值方法的精度分析

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Global instability analysis using two dimensional (2D) numerical methods are based on the conversion of a real-world situation into the simplified two-dimensional plain-strain condition. These methods are simpler compared to the complex three dimensional (3D) numerical methods of analysis, hence they are more commonly used. These methods are indirect and approximate and the existing 2D methods viz. the column wall (CW) and equivalent area (EA) methods give different values of factor of safety (FOS) for a single embankment. This study is aimed at analysing the accuracy of the existing 2D methods of analysis compared to the three dimensional (3D) numerical environment. To achieve this, stability analysis of embankments on stone column reinforced soil was carried out using the existing 2D numerical methods of analysis. The results of the 2D analysis were then compared with the values obtained from the 3D numerical method. The embankments were analysed by varying various material and geometrical parameters viz. S/D ratio, the cohesion of soil, friction angle of stone column infill, friction angle of embankment fill, the height of embankment and slope of the embankment. The detailed parametric analysis was carried out using 2D and 3D numerical methods to generalise the performance of the existing 2D numerical methods. Finite element programme PLAXIS2D and PLAXIS3D were used to carry the 2D and 3D analysis, respectively. The results show that the CW method underestimates the FOS values whereas the EA method overestimates the FOS values compared to the 3D numerical analysis. Since the 3D numerical method is more accurate, conversion factors of 1.033 for the CW method and 0.929 for the EA method are proposed to get more accurate FOS values. Two regression equations were also proposed for conversion of FOS values obtained by the 2D numerical methods into the values of equivalent 3D numerical analysis. It is concluded that among the two methods of 2D analysis, the estimation of FOS values using the CW method is more accurate and conservative than the EA method.
机译:使用二维(2D)数值方法的全局不稳定分析基于真实世界情况转换为简化的二维普通条件。与复杂的三维(3D)数值分析相比,这些方法更简单,因此它们更常用。这些方法是间接的和近似的,并且现有的2D方法viz。柱壁(CW)和等效区域(EA)方法为单个堤防提供了安全系数(FOS)的不同值。本研究旨在分析与三维(3D)数值环境相比的现有2D分析方法的准确性。为实现这一目标,使用现有的2D分析方法进行石柱增强土壤堤坝的稳定性分析。然后将2D分析的结果与从3D数值方法获得的值进行比较。通过改变各种材料和几何参数viz来分析堤坝。 S / D比,土壤凝聚力,石柱填充的摩擦角,堤防填充摩擦角,路堤堤坝高度和堤岸的坡度。使用2D和3D数值方法进行详细的参数分析,以概括现有的2D数值方法的性能。有限元程序PLAXIS2D和PLAXIS3D分别用于携带2D和3D分析。结果表明,CW方法低估了FOS值,而EA方法与3D数值分析相比高估了FOS值。由于3D数值方法更准确,因此提出了CW方法的1.033的转换因子和0.929的EA方法,以获得更准确的FOS值。还提出了两个回归方程,用于将由2D数值方法获得的FOS值转换为等同3D数值分析的值。结论是,在两种2D分析方法中,使用CW方法估计FOS值比EA方法更准确和保守。

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