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Capillary effect on flow in the drainage layer of highway pavement

机译:毛细作用对公路路面排水层中水流的影响

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This paper aims to examine capillarity effect on flows in the drainage layer of highway pavement. A two-dimensional (2-D) model based on the Richards equation was used to simulate saturated and unsaturated flows in the drainage layer. For comparison, flows were also simulated using a 1-D Boussinesq equation based model and a 2-D model based on the Laplace equation, both assuming saturated flow only. The drainage layer was modeled with sand and gravel, which possess similar hy-draulic properties to those of commonly used filling materials in practice. The results showed that the two saturated flow models agreed well with each other, indicating the dominance of horizontal flow in the drainage layer. However, their predictions differed significantly from those of the variably saturated flow models. The latter model predicted significant flow activities in a relatively large unsaturated zone, especially for a sandy drainage layer. Such unsaturated flow contributes to and enhances the capacity of the drainage layer. With the unsaturated flow neglected, the saturated flow models over-predicted the extent of the sa- turated zone and hence the groundwater table elevation. As the current engineering design of the drainage layer is typically based on the groundwater table elevation predicted by the saturated flow models, the finding of this study suggests that the design criterion is likely to lead to over-design of the drainage system. Further work is also required to prove the practical significance of the capillary effect and account for other factors.
机译:本文旨在研究毛细作用对公路路面排水层中水流的影响。基于Richards方程的二维(2-D)模型用于模拟排水层中的饱和流和非饱和流。为了进行比较,还使用了基于1-D Boussinesq方程的模型和基于Laplace方程的2-D模型来模拟流量,两者都仅假设饱和流量。排水层以沙子和砾石为模型,其具有与实际中常用填充材料相似的水力特性。结果表明,两种饱和流模型相互吻合,表明在排水层中水平流占主导地位。但是,他们的预测与可变饱和流模型的预测有很大不同。后一个模型预测了在相对较大的非饱和带中的显着流动活动,特别是对于沙质排水层。这种不饱和流有助于并增强排水层的容量。由于忽略了非饱和流,因此饱和流模型过高地预测了饱和带的范围,进而预测了地下水位高程。由于目前的排水层工程设计通常基于饱和水流模型预测的地下水位高程,因此这项研究的发现表明,设计标准可能会导致排水系统的过度设计。还需要进一步的工作来证明毛细管效应的实际意义并考虑其他因素。

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