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首页> 外文期刊>Hydrology and Earth System Sciences >Technical note: Analytical drawdown solution for steady-state pumping tests in two-dimensional isotropic heterogeneous aquifers
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Technical note: Analytical drawdown solution for steady-state pumping tests in two-dimensional isotropic heterogeneous aquifers

机译:技术说明:二维各向同性非均质含水层中的稳态抽水测试的分析降落解决方案

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A new method is presented which allows interpreting steady-state pumping tests in heterogeneous isotropic transmissivity fields. In contrast to mean uniform flow, pumping test drawdowns in heterogeneous media cannot be described by a single effective or equivalent value of hydraulic transmissivity. An effective description of transmissivity is required, being a function of the radial distance to the well and including the parameters of log-transmissivity: mean, variance, and correlation length. Such a model is provided by the upscaling procedure radial coarse graining, which describes the transition of near-well to far-field transmissivity effectively. Based on this approach, an analytical solution for a steady-state pumping test drawdown is deduced. The so-called effective well flow solution is derived for two cases: the ensemble mean of pumping tests and the drawdown within an individual heterogeneous transmissivity field. The analytical form of the solution allows inversely estimating the parameters of aquifer heterogeneity. For comparison with the effective well flow solution, virtual pumping tests are performed and analysed for both cases, the ensemble mean drawdown and pumping tests at individual transmissivity fields. Interpretation of ensemble mean drawdowns showed proof of the upscaling method. The effective well flow solution reproduces the drawdown for two-dimensional pumping tests in heterogeneous media in contrast to Thiem's solution for homogeneous media. Multiple pumping tests conducted at different locations within an individual transmissivity field are analysed, making use of the effective well flow solution to show that all statistical parameters of aquifer heterogeneity can be inferred under field conditions. Thus, the presented method is a promising tool with which to estimate parameters of aquifer heterogeneity, in particular variance and horizontal correlation length of log-transmissivity fields from steady-state pumping test measurements.
机译:提出了一种新方法,该方法可以解释非均质各向同性透射率场中的稳态泵浦测试。与平均均匀流量相反,在异质介质中的泵送试验水位不能用单个有效或等效的水力透过率值来描述。需要有效的透射率描述,它是到井的径向距离的函数,并包括对数透射率的参数:均值,方差和相关长度。这种模型是由径向粗化的放大过程提供的,该模型有效地描述了近井到远场透射率的过渡。基于这种方法,推导了稳态抽水试验压降的解析解决方案。所谓的有效井流解决方案是针对两种情况得出的:泵送测试的总体平均值和单个非均质透射率场内的压降。该解决方案的分析形式可以反演估算含水层非均质性的参数。为了与有效的井流解决方案进行比较,针对两种情况(整体平均下降和各个透射率场的抽水测试)都进行了虚拟抽水测试并进行了分析。总体平均下降的解释表明了升频方法的证明。与Thiem的均质介质解决方案相比,有效的井流解决方案可在非均质介质中再现二维抽水试验的用水量。分析了在单个透射率场内不同位置进行的多次抽水试验,并利用有效的井流解决方案表明,可以在现场条件下推断出含水层非均质性的所有统计参数。因此,本文提出的方法是一种很有前途的工具,利用它可以从稳态抽水试验测量值估算含水层非均质性参数,特别是对数透射率场的方差和水平相关长度。

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