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Designing an optimal multivariate geostatistical groundwater quality monitoring network using factorial kriging and genetic algorithms

机译:利用阶乘克里金法和遗传算法设计最优的多元地统计地下水水质监测网络

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摘要

The optimal selection of monitoring wells is a major task in designing an information-effective groundwater quality monitoring network which can provide sufficient and not redundant information of monitoring variables for delineating spatial distribution or variations of monitoring variables. This study develops a design approach for an optimal multivariate geostatistical groundwater quality network by proposing a network system to identify groundwater quality spatial variations by using factorial kriging with genetic algorithm. The proposed approach is applied in designing a groundwater quality monitoring network for nine variables (EC, TDS, Cl~-, Na, Ca, Mg, SO_4~(2-), Mn and Fe) in the Pingtung Plain in Taiwan. The spatial structure results show that the vario-grams and cross-variograms of the nine variables can be modeled in two spatial structures: a Gaussian model with ranges 28.5 km and a spherical model with 40 km for short and long spatial scale variations, respectively. Moreover, the nine variables can be grouped into two major components for both short and long scales. The proposed optimal monitoring design model successfully obtains different optimal network systems for delineating spatial variations of the nine groundwater quality variables by using 20, 25 and 30 monitoring wells in both short scale (28.5 km) and long scale (40 km). Finally, the study confirms that the proposed model can design an optimal groundwater monitoring network that not only considers multiple groundwater quality variables but also monitors variations of monitoring variables at various spatial scales in the study area.
机译:监测井的最佳选择是设计信息有效的地下水水质监测网络的主要任务,该网络可以提供足够而不冗余的监测变量信息,以描绘监测变量的空间分布或变化。这项研究提出了一种通过使用遗传算法的因子克里金法确定地下水质量空间变化的网络系统,从而为最优的多元地统计地下水质量网络开发了一种设计方法。该方法用于台湾屏东平原九个变量(EC,TDS,Cl〜-,Na,Ca,Mg,SO_4〜(2-),Mn和Fe)的地下水水质监测网络的设计。空间结构结果表明,可以在两个空间结构中对这9个变量的变量图和交叉变异图进行建模:分别是28.5 km范围的高斯模型和40 km的球形模型,分别用于短期和长期空间尺度变化。此外,对于短期和长期规模,这九个变量可以分为两个主要部分。所提出的最佳监测设计模型通过使用短规模(28.5 km)和长规模(40 km)的20、25和30口监测井成功地获得了用于描绘九个地下水水质变量的空间变化的不同最优网络系统。最后,研究证实,所提出的模型可以设计一个最佳的地下水监测网络,该网络不仅考虑多个地下水质量变量,而且还监测研究区域内各种空间尺度上监测变量的变化。

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