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An analytical model for arching in piled embankments

机译:堆积式路堤拱形分析模型

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Most analytical models for the design of piled embankments or load transfer platforms with geosynthetic reinforcement (GR) include two calculation steps. Step 1 calculates the arching behaviour in the fill and step 2 the load-deflection behaviour of the GR. A calculation method for step 2 based on the results of model tests has been published by Van Eekelen et al. (2012a,b). The present paper analyses and presents a new model for step 1, which is the arching step. Additional tests, which are also presented in this paper, were conducted for this purpose. The new model is a limit-state equilibrium model with concentric arches. It is an extension of the models of Hewlett and Randolph (1988) and Zaeske (2001). The new model results in a better representation of the arching measured in the experiments than the other models mentioned, especially for relatively thin fills. Introducing GR in a piled embankment results in a more efficient transfer of load to the piles in the form of an arching mechanism. The load is then exerted mainly on the piles and the GR strips between the piles, on which the load is approximately distributed as an inverse triangle. The new model presented in this paper describes this behaviour and is therefore meant to describe the situation with GR. The new model provides a physical explanation for observations of the arching mechanism, especially the load distribution on the GR. Other observations with which this model concurs are the dependency on fill height and friction angle. The amount of arching increases with increasing subsoil consolidation and GR deflection. The paper describes how the new model relates to the development of arching as a result of subsoil consolidation.
机译:用于设计具有土工合成材料加固(GR)的堆积式路堤或荷载传递平台的大多数分析模型包括两个计算步骤。步骤1计算填充中的拱形行为,步骤2计算GR的载荷-挠度行为。 Van Eekelen等人已经发布了基于模型测试结果的第二步计算方法。 (2012a,b)。本文分析并提出了步骤1的新模型,即拱形步骤。为此,还进行了本文中介绍的其他测试。新模型是具有同心圆弧的极限状态平衡模型。它是Hewlett和Randolph(1988)和Zaeske(2001)模型的扩展。与提到的其他模型相比,新模型可以更好地表示在实验中测得的拱形,尤其是对于相对较薄的填充物而言。在堆积的路堤中引入GR可以使拱形机构形式的荷载更有效地传递到桩上。然后,载荷主要施加在桩和桩之间的GR条上,载荷大致呈倒三角形分布。本文介绍的新模型描述了这种行为,因此意在描述GR的情况。新模型为观察拱形机制提供了物理解释,尤其是GR上的载荷分布。该模型还同意的其他观察结果是对填充高度和摩擦角的依赖性。拱形的数量随着地下土壤固结和GR挠度的增加而增加。本文描述了新模型如何与由于地下土固结而引起的拱形发展有关。

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