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Performance prediction of prefabricated vertical drains beneath embankment on soft ground by finite element analysis

机译:软土地基路堤下预制竖排排水管性能的有限元分析

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摘要

Preloading and prefabricated vertical drain (PVD) is a commonly employed ground improvement technique to expedite consolidation process by means of shortening the drainage path. Advancement in finite element method (FEM) analysis has enabled modeling of PVD in finite element program to acquire settlement magnitudes and time rate of consolidation. Monitoring results in particular settlement data from two adjacent zones were analyzed using Asaoka (1978) method estimating the total settlement and back-calculated coefficient of horizontal consolidation of the soil. Thereon, using the back analyzed coefficient of consolidation, computer program PLAXIS v.8 was used to estimate the total settlement and rate of consolidation by means of finite element method (FEM). Reasonable agreement of settlement curves were obtained between the FEM analysis and actual field settlement of the PVD treated ground. However, in FEM analysis, it was observed that the ultimate settlements predicted were less than those determined by Asaoka method, but the degree of consolidation achieved were higher. The horizontal coefficient of consolidation was determined to be in the range of 1.4 m2/yr to 2.6 m2/yr which generally encompasses the conventional design ch/cv ratio of 2. Sensitivity study of the soil horizontal permeability to smeared zone permeability, kh/ks ratio generally indicates that as the ratio exceeds 4, the predicted settlement is underestimated significantly.
机译:预加载和预制垂直排水(PVD)是一种常用的地面改良技术,可通过缩短排水路径来加快固结过程。有限元方法(FEM)分析的发展使得在有限元程序中对PVD建模可以获取沉降量和固结时间。使用Asaoka(1978)方法分析了来自两个相邻区域的特定沉降数据的监测结果,估算了土壤的总沉降量和反算的水平固结系数。然后,使用反向分析的固结系数,使用计算机程序PLAXIS v.8通过有限元方法(FEM)估算总沉降量和固结速率。在有限元分析和PVD处理过的地面的实际现场沉降之间获得了合理的沉降曲线一致性。但是,在有限元分析中,可以观察到预测的最终沉降量少于用Asaoka方法确定的最终沉降量,但是固结程度更高。确定的水平固结系数在1.4 m2 / yr至2.6 m2 / yr的范围内,通常包括常规设计ch / cv比为2。土壤水平渗透率对涂片区渗透率的敏感性研究kh / ks该比率通常表示,当比率超过4时,预计的沉降会被大大低估。

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  • 作者

    Gopalan Thanath;

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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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