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Impact of thin aquitards on two-dimensional solute transport in an aquifer

机译:薄水仙子对含水层中二维溶质运移的影响

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The influence of aquitards on solute transport in an aquifer is an important and often overlooked process for subsurface contaminant transport. In particular, slow advection (leakage) into an aquitard is often neglected in previous analytical treatment of solute transport, making such analytical solutions unsuitable for benchmarking numerical simulations of transport when aquitard leakage exists. In this study, a semi-analytical solution to the two-dimensional conservative solute transport in an aquifer bounded by thin aquitards is derived in the Laplace domain. The governing equation in the aquifer (not aquitard) incorporates terms accounting for advection, longitudinal dispersion, and transverse vertical dispersion. Both one-dimensional vertical advection and molecular diffusion are considered for aquitard transport. The solutions are derived under conditions of steady-state flow and the first- and third-type transport boundary conditions in the aquifer along with assuming the continuity of concentration and vertical mass flux at aquifer and aquitard interfaces. The solutions in the real time domain are obtained by numerically inverting the solutions in the Laplace domain using the Stehfest (1970) algorithm. The semi-analytical solutions are compared with those from Zhan et al. (2009b), which considered aquitard leakage in infinitively thick aquitards. The concentration profiles, breakthrough curves and distribution profiles in the aquifer are different from those of Zhan et al. (2009b) at small ratios of the aquitard/aquifer thickness; whereas, the results of both are consistent for thick bounding aquitards. This study reveals that the residence time distribution (RTD) in the main aquifer is related to the aquitard/aquifer thickness ratios, Peclet numbers and porosities of adjacent aquitards. The results also suggest that MT3DMS (a commonly applied transport code) cannot successfully simulate solute transport at the aquifer-aquitard interfaces. The presented solutions improve available solutions for transport processes in an aquifer bounded by thin aquitards with leakage. The developed solutions can be directly extended to cases when the vertical hydrodynamic dispersion of the aquitards is considered by simply replacing the effective molecular diffusion coefficients of the aquitard by the vertical hydrodynamic dispersion coefficients of the aquitards.
机译:乳汁对含水层中溶质运移的影响是地下污染物运移的重要且通常被忽略的过程。特别是,在溶质运移的先前分析处理中,通常忽略对流至漏斗的缓慢对流(渗漏),使得这种分析解决方案不适合在存在漏斗的情况下对输运的数值模拟进行基准测试。在这项研究中,在拉普拉斯域中推导了由稀薄的quit鱼界定的含水层中二维保守溶质运移的半解析解。含水层中的控制方程(不是阿奎塔)包含了对流,纵向色散和横向垂直色散的解释。一维垂直对流和分子扩散都被认为是对阿奎德运移的影响。溶液是在稳态流动条件下以及在含水层中的第一类和第三类传输边界条件下得出的,并假定了在含水层和阿奎塔尔界面处浓度和垂直质量通量的连续性。实时域中的解是通过使用Stehfest(1970)算法对Laplace域中的解进行数值求逆而获得的。将半解析解与Zhan等人的解进行比较。 (2009b),该研究考虑了无限厚的海葵中的海葵渗漏。含水层中的浓度曲线,穿透曲线和分布曲线与Zhan等人的不同。 (2009b)在小比例的水基层/含水层厚度下;然而,两者的结果对于厚边界的阿基德都是一致的。这项研究表明,主含水层中的停留时间分布(RTD)与含水层/含水层的厚度比,佩克雷特数和相邻含水层的孔隙率有关。结果还表明,MT3DMS(一种常用的传输代码)不能成功地模拟在含水层-阿奎塔尔界面处的溶质传输。提出的解决方案改进了由稀薄的阿奎尔德(漏水)界定的含水层中运输过程的可用解决方案。所开发的解决方案可以直接扩展到考虑了阿奎德的垂直流体动力扩散的情况,只需简单地用阿奎德的垂直流体动力扩散系数代替阿奎德的有效分子扩散系数即可。

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