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Full-Bayesian, simple zoned inversion and transmissivity assessment of the Edwards Aquifer, Texas, USA

机译:美国德克萨斯州爱德华兹含水层的全贝叶斯,简单分区反演和透射率评估

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摘要

An alternative approach for transmissivity (7) estimation based on hierarchical-Bayesian and Maximum Entropy methods is presented. A stochastic conceptual framework is adopted for the aquifers in question and perturbation techniques are utilized to render a coupled non-linear problem into a linear one. Bayesian updating is used to condition prior estimates of logarithm T [ln(7)] with T measurements; then hydraulic head measurements are incorporated into the updating procedure by adopting a linearized flow equation. This approach was applied to estimate the ln(7) field of the Edwards Aquifer. Simulations with a simple zoned ln(7) distribution were also performed. Simulations showed the head fits alone might not provide enough information to judge what parameter estimation approach is superior to the other and which estimated field approximates reality better; but the T field from Bayesian inversion is of higher resolution, and respects the geology and spring discharges better than the estimation from PEST.
机译:提出了基于贝叶斯和最大熵方法的透射率估计的另一种方法(7)。对于所讨论的含水层采用了随机的概念框架,并且利用摄动技术将耦合的非线性问题转化为线性问题。贝叶斯更新用于对对数T [ln(7)]的先验估计和T测量。然后采用线性化的流量方程将液压头的测量结果纳入更新程序。该方法用于估算爱德华兹含水层的ln(7)场。还执行了具有简单分区ln(7)分布的仿真。仿真表明,单独的头部贴合可能无法提供足够的信息来判断哪种参数估计方法优于另一种参数估计方法,以及哪种估计的字段更好地逼近现实;但是贝叶斯反演的T场具有更高的分辨率,并且比PEST的估计更重视地质和泉水排放。

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