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Water exclusion from tunnel cavities in the saturated capillary fringe

机译:饱和毛细条纹中的隧道孔排除水

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摘要

The problem of water flow around a tunnel cavity located in the saturated capillary fringe on top of a very permeable, freely draining substratum is considered for the critical non-leakage condition when there is uniform vertical downward flow through the upper surface of the saturated region. In this critical condition the soil-water pressure is equal to zero everywhere on the cavity wall that is also a streamline. The conditions at the upper fringe boundary are that the soil-water pressure is equal to the air-entry value of the soil and the flux through this surface is the uniform infiltration rate. The cavity surface and the fringe boundary which is elevated above the cavity position, are found through conformal mapping and the use of integral representations of non-standard mixed boundary-value problems. They are calculated for a range of infiltration rates and compared with those obtained by assuming the upper fringe boundary to be horizontal. The exact analysis given here gives larger tunnel cavities than those given by the approximate treatment of the problem. The results have application in the design of underground repositories against entry of seepage water, the construction of protective capillary barriers and in the design of interceptor drainage systems.
机译:当临界的无泄漏条件通过饱和区的上表面均匀垂直向下流动时,考虑到位于非常易渗透,可自由排水的基质顶部的饱和毛细管边缘中的隧道腔周围的水流问题。在这种临界条件下,空腔壁上各处的土壤水压都等于零,这也是一条流线。边缘上边界的条件是土壤水压力等于土壤的空气进入值,并且通过该表面的通量是均匀的渗透率。通过共形映射和使用非标准混合边值问题的整体表示,可以找到腔表面和高于腔位置的条纹边界。计算它们的渗透速率范围,并将其与假设上边缘边界为水平的渗透率进行比较。此处给出的精确分析比对问题的近似处理给出的空腔更大。该结果可用于地下存储库的设计,以防止渗漏水的进入,保护性毛细管屏障的建造,以及拦截器排水系统的设计。

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