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Metamodeling for Groundwater Age Forecasting in the Lake Michigan Basin

机译:密歇根湖盆地地下水年龄预测的元建模

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Groundwater age is an important indicator of groundwater susceptibility to anthropogenic contamination and a key input to statistical models for forecasting water quality. Numerical models can provide estimates of groundwater age, enabling interpretation of measured age tracers. However, to extend to national-scale groundwater systems where numerical models are not routinely available, a more efficient metamodeling approach can provide a less precise but widely applicable estimate of groundwater age, trained to make forecasts based on predictor variables that can be measured independent of numerical models. We trained gradient-boosted regression tree statistical metamodels to MODFLOW/MODPATH-derived groundwater age estimates in five inset models in the Lake Michigan Basin, USA. Using high-throughput computing, we explored an exhaustive range of tuning parameters and tested metamodels through cross validation, a 20% holdout, and a round robin approach among the five inset models withholding each inset model from training and testing on the held-out inset model. Forecast skill-measured by Nash Sutcliffe efficiency-was high for age-related responses in the 20% hold-out case (ranging from 0.73 to 0.84). The round robin analysis provided the opportunity to explore extending to unmodeled areas and a greater range of skill indicated the need to evaluate when it is appropriate to apply a metamodel from one region to another. We further explored the ramifications of metamodel simplification achieved through removing predictor variables based on their estimated importance. We found that similar metamodel performance was achievable with a fraction of the candidate set of predictor variables with well construction variables being most important.
机译:地下水年龄是地下水对人为污染的敏感性的重要指标,也是预测水质的统计模型的关键输入。数值模型可以提供地下水年龄的估计值,从而可以解释测得的年龄示踪剂。但是,为了扩展到通常无法获得数值模型的国家级地下水系统,更有效的元建模方法可能会提供不太准确但适用范围广泛的地下水年龄估算,并受过训练,可以根据可独立于以下指标进行测量的变量进行预测数值模型。我们在美国密歇根湖流域的五个插图模型中,针对MODFLOW / MODPATH得出的地下水年龄估计值,训练了梯度增强的回归树统计元模型。使用高通量计算,我们通过交叉验证,20%保持率以及从五个训练模型中轮换的方法探索了一系列调整参数并测试了元模型,其中五个插入模型从训练和测试保留的插入模型中扣留了每个插入模型模型。由纳什·萨特克利夫(Nash Sutcliffe)效率测得的预测技巧在20%的不支持情况下对与年龄相关的响应很高(范围从0.73到0.84)。循环法分析提供了探索扩展到未建模区域的机会,并且更大范围的技能表明需要评估何时将元模型从一个区域应用于另一个区域。我们进一步探讨了通过根据预测变量的重要性删除预测变量来简化元模型的后果。我们发现,用预测变量的候选集的一小部分就可以实现类似的元模型性能,其中构造变量最为重要。

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