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SIMPLIFIED SOLUTION FOR GROUNDWATER MOUNDING UNDER ROUND STORMWATER INFILTRATION FACILITIES

机译:圆形浸水设施下地下水水位的简化解决方案

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A study was conducted to derive new groundwater mounding equations that aresimple in their structures but produce reasonable values for conditions mostcommonly found in stormwater infiltration facilities. This paper presents the newsimplified equations and their theoretical development. The equations apply toSteady–uniform recharge rate to infinite homogenous aquifers with initiallyhorizontal water table and bedrock surfaces. Separate sets of equations werederived for recharge strips (infiltration channels/trenches) and infiltration basins(round or square facilities). The equations for recharge strips were publishedpreviously. This paper presents the equations for round or square facilities. The newequation sets require minimum input data in terms of the size and shape of thefacility, the properties of the saturated layer and the recharge rate and areconvenient for routine engineering calculations. Example applications of the newequation sets for conditions typical in New Jersey are presented.
机译:进行了一项研究,得出了新的地下水堆积方程。 结构简单,但可以为大多数条件提供合理的值 通常在雨水渗透设施中发现。本文介绍了新的 简化方程及其理论发展。等式适用于 初始时对无限均匀含水层的稳定均匀补给速率 水平的地下水位和基岩表面。分别的方程组是 用于补给带(入渗通道/沟槽)和入渗盆地 (圆形或方形设施)。补给带的方程式已发布 之前。本文介绍了圆形或方形设施的方程式。新的 方程组需要最小输入数据,取决于数据的大小和形状 设施,饱和层的性质和补给率以及 方便进行常规工程计算。新的示例应用 给出了新泽西州典型条件的方程组。

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