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A simple solution for prefabricated vertical drain with surcharge preloading combined with vacuum consolidation

机译:预制垂直漏极的简单解决方案,附加预加载与真空固结相结合

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Prefabricated vertical drains (PVDs) with the surcharge preloading and vacuum consolidation has become considerably popular for ground improvement projects. A simple solution that incorporates the fundamental embankment features, such as the average degree of consolidation and excess pore pressure, are essential for the design of soft ground improvements by PVDs with vacuum preloading. However, most of the solutions for vertical drains with vacuum consolidation require numerical simulations, whose implementation tends to be laborious. In contrast, a simple solution for vacuum consolidation under time-dependent loading has not yet been proposed. In this study, a simple solution that can be easily incorporated into a conventional spreadsheet is derived for PVDs with vacuum preloading by applying the Laplace transform technique. The proposed solution accounts for several actual construction conditions, such as initial surcharge load, vacuum pump trial period, variations of radial permeability, and time-dependent loading. The results obtained from this proposed approach were validated with those from the finite element method and field data from the case study of the Cai Mep International Terminal project in southern Vietnam. The derived solutions, including the excess pore pressures and average degrees of consolidation, were in good agreement with the predicted and observed data.
机译:预制垂直漏极(PVDS)具有附加费预加载和真空整合已经变得相当受到地面改进项目的流行。一种简单的解决方案,包括基本的堤防特征,例如平均整合和过量的孔隙压力,对于具有真空预载荷的PVDS的软接种改进是必不可少的。然而,具有真空固结的垂直排水的大部分解决方案需要数值模拟,其实现往往是费力的。相比之下,尚未提出在时间依赖性负载下真空固结的简单解决方案。在本研究中,通过应用拉普拉斯变换技术,可以将可以容易地结合到传统电子表格中的简单解决方案,用于通过施加拉普拉斯变换技术。所提出的解决方案占几种实际施工条件,例如初始附加载荷,真空泵试验期,径向渗透性的变化以及时间依赖性的载荷。从越南南部CAI MEP国际终端项目的案例研究中,从该提出的方法获得的结果验证了来自有限元方法和现场数据。衍生的解决方案,包括过量的孔隙压力和平均整合程度,与预测和观察到的数据吻合良好。

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