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A general solution for tide‐induced groundwater fluctuation in an estuarine‐coastal confined and unconfined aquifer system

机译:河口-沿海承压和非承压含水层系统中潮汐引起的地下水波动的一般解决方案

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This paper presents an analytical solution to tide-induced head fluctuations in a two-dimensional estuarine-coastal aquifer system that consists of an unconfined aquifer and a heterogeneous confined aquifer extending under a tidal river with a semipermeable layer between them. This study considers the joint effects of tidal-river leakage, inland leakage, dimensionless transmissivity between the tidal-river and inland confined aquifer, and transmissivity anisotropic ratios. The analytical solution for this model is obtained via the separation of variables method. Three existing solutions related to head fluctuation in one- or two-dimensional leaky confined aquifers are considered as special cases in the present solution. This study shows that there is a threshold of tidal-river confined aquifer length. When the tidal-river length is greater than the threshold length, the inland head fluctuations remain sensitive to the leakage effect but become insensitive to the tidal-river width and dimensionless transmissivity. Considering leakage and transmissivity anisotropy, this study also demonstrates that at a location farther from the river-inland boundary, head fluctuations increase with increasing leakage and transmissivity anisotropy; the maximum head fluctuation occurs when leakage and transmissivity anisotropy are both at their maximum values. The combined action of the 3 effects of loading, tidal-river aquifer leakage, and inland aquifer leakage differs significantly according to various aquifer parameters. The analytical solution in this paper can be applied to demonstrate the behaviours of the head fluctuations of an estuarine-coastal aquifer system, and the head fluctuations can be clearly described when the tidal and hydrogeological parameters are derived from field measurement data or hypothetical cases.
机译:本文为二维河口-沿海含水层系统中潮汐引起的水头波动提供了一种解析解决方案,该系统由无限制含水层和在潮汐河下延伸并具有半透水层的非均质封闭含水层组成。这项研究考虑了潮汐河流泄漏,内陆泄漏,潮汐河流与内陆承压含水层之间的无量纲透射率以及透射率各向异性比的共同影响。该模型的解析解是通过变量分离法获得的。与一维或二维泄漏承压含水层中水头波动有关的三种现有解决方案在本解决方案中被视为特殊情况。这项研究表明,潮汐河限制含水层的长度存在阈值。当潮汐河长度大于阈值长度时,内陆水头波动对泄漏效应保持敏感,但对潮汐河宽度和无因次透射率变得不敏感。考虑到泄漏和透射率各向异性,这项研究还表明,在远离内河边界的位置,水头涨落随泄漏和透射率各向异性的增加而增加。当泄漏和透射率各向异性都处于最大值时,会出现最大磁头波动。根据各种含水层参数,荷载,潮汐含水层泄漏和内陆含水层泄漏这三种效应的组合作用明显不同。本文中的解析解可以用来证明河口-沿海含水层系统的水头波动行为,并且当潮汐和水文地质参数来自现场测量数据或假设情况时,可以清楚地描述水头波动。

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