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Solutions for groundwater flow with sloping stream boundary: analytical, numerical and experimental models

机译:具有斜流边界的地下水流解决方案:分析,数值和实验模型

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Protecting groundwater resources plays an important role in watershed management. For this purpose, studies on groundwater flow dynamics incorporating surface water–groundwater interactions have been conducted including analytical, numerical, and experimental models. In this research, a stream–aquifer system was considered to understand the physical behavior of surface water–groundwater interactions. Interactions in a stream–aquifer system were incorporated into the mathematical modeling by defining the stream head as a boundary condition for the groundwater flow equation. This boundary was chosen as a sloping stream boundary, which is an approach in representing the natural conditions of the stream and may be used to define continuous interactions between stream and aquifer. A semi-analytical solution for transient 2D groundwater flow was developed for the considered problem. Isotropic, homogeneous, and finite aquifer assumptions were made in order to define the aquifer characteristics. Then, a series of laboratory experiments was conducted to simulate this stream–aquifer system. Finally, a numerical model was developed by using Visual MODFLOW to verify analytical and experimental results. Numerical results matched with both analytical solutions and the experimental observations.
机译:保护地下水资源在流域管理中起着重要作用。为此,已经进行了结合地表水与地下水相互作用的地下水流动力学研究,包括分析,数值和实验模型。在这项研究中,考虑使用水流-含水层系统来了解地表水-地下水相互作用的物理行为。通过将水头定义为地下水流量方程的边界条件,将水-含水层系统中的相互作用纳入数学模型。选择该边界作为倾斜的流边界,这是表示流的自然条件的一种方法,可用于定义流和含水层之间的连续相互作用。针对所考虑的问题,开发了用于瞬态二维地下水流的半解析解。为了定义含水层特征,进行了各向同性,均质和有限含水层假设。然后,进行了一系列的实验室实验来模拟这种流-含水层系统。最后,使用Visual MODFLOW开发了一个数值模型,以验证分析和实验结果。数值结果与解析解和实验观察结果均匹配。

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