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Overdamped Slug Tests in Aquifers: The Three Diagnostic Graphs for a User-Independent Interpretation

机译:含水层中过阻尼的子弹测试:三个与用户无关的解释的诊断图

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An overdamped slug test may be analyzed using several methods, which are known to yield different results for the hydraulic conductivity. The methods belong to three groups: group 1 neglects the influence of the solid matrix strain, group 2 is for tests in aquitards with delayed strain caused by consolidation, and group 3 tries to take into account the elastic and instant solid matrix strain. This paper deals with slug tests in aquifers and, thus, considers the groups 1 and 3. In practice, users select a single theory, which avoids having divergent values. However, this means that something is wrong with the theories. This paper explains what is wrong, and why. First, an approach is proposed to detect inconsistencies. The test data are presented in two semi-log graphs and a third, derivative graph along with theoretical predictions: these are the three diagnostic graphs. The shapes of the semi-log plots are shown to be altered markedly by a small inaccuracy in assumed piezometric level. The derivative plot does not depend upon this assumed piezometric level, but can verify its correctness. Most often, the assumed piezometric level cannot be defined with enough accuracy to avoid systematic bias in the test data. If this is ignored, the results of the first two plots cannot fit a theory. The derivative plot has been used for thousands of slug tests in confined and unconfined aquifers. It appears that all test data follow only one theory, that of group 1. An examination of equations and assumptions concerning solid matrix deformation shows that the group-3 theory, unfortunately, mistreats the links between fluid mechanics and solid mechanics. Therefore, the proposed three-diagnostic-graphs approach unifies the two theories, helps us to find and to be aware of what is wrong in the group-3 theory, and, most important, it yields a user-independent final result.
机译:可以使用多种方法来分析过阻尼的段塞测试,这些方法对于水力传导率会产生不同的结果。该方法分为三组:第1组忽略了固体基质应变的影响,第2组用于对由于固结而引起的延迟应变的海豚进行测试,第3组尝试考虑弹性和瞬时固体基质应变。本文涉及含水层中的段塞测试,因此考虑了第1组和第3组。在实践中,用户选择一个单一的理论,以避免出现分歧的值。但是,这意味着理论上有问题。本文解释了什么是错误的,以及原因。首先,提出了一种检测不一致的方法。测试数据以两个半对数图和第三个导数图以及理论预测的形式提供:这是三个诊断图。半对数图的形状显示为在假定的测压水平上存在很小的误差,因此发生了显着变化。导数图不依赖于此假定的测压水平,但可以验证其正确性。通常,不能以足够的精度定义假定的测压水平,以避免测试数据出现系统性偏差。如果忽略这一点,则前两个图的结果将不符合理论。导数图已用于数以千计的密闭和无密闭含水层的段塞测试。看来,所有测试数据仅遵循一种理论,即第1组的理论。对有关固体基质变形的方程式和假设的研究表明,不幸的是,第3组理论误导了流体力学和固体力学之间的联系。因此,提出的三诊断图方法将这两种理论结合起来,帮助我们发现并了解第3组理论中的错误,最重要的是,它产生了用户无关的最终结果。

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