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An approximate analytical solution for well flow in anisotropic layered aquifer systems

机译:各向异性层状含水层系统中井流的近似解析解

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The mathematical problem of steady groundwater flow toward a pumping well in an aquifer system consisting of layers (or aquifers) with anisotropy of the horizontal conductivity is solved analytically for the first time. The solution is an approximation for relatively weak anisotropy. If more than one layer is horizontally anisotropic, the method requires that the principal directions of anisotropy are the same in all layers. The presented solution is based on a first order perturbation technique. Comparison with numerical calculations shows a good agreement as long as T-min is nowhere less than 0.6T(max). Layers with stronger anisotropy are also allowed, provided these are embedded in a system with layers of weaker anisotropy. (C) 2004 Elsevier B.V. All rights reserved.
机译:首次解析性地解决了由由水平电导率各向异性层(或多个含水层)组成的含水层系统中稳定的地下水流向抽水井的数学问题。该解决方案是相对较弱的各向异性的近似值。如果不止一层是水平各向异性的,则该方法要求各向异性的主方向在所有层中都相同。提出的解决方案基于一阶扰动技术。与数值计算的比较表明,只要T-min不小于0.6T(max),就可以很好地吻合。如果各向异性层较弱,则也可以使用各向异性较强的层。 (C)2004 Elsevier B.V.保留所有权利。

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