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Investigating the effect of complexity on groundwater flow modeling uncertainty

机译:研究复杂性对地下水流模拟不确定性的影响

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摘要

Considering complexity in groundwater modeling can aid in selecting an optimal model, and can avoid over parameterization, model uncertainty, and misleading conclusions. This study was designed to determine the uncertainty arising from model complexity, and to identify how complexity affects model uncertainty. The Ajabshir aquifer, located in East Azerbaijan, Iran, was used for comprehensive hydrogeological studies and modeling. Six unique conceptual models with four different degrees of complexity measured by the number of calibrated model parameters (6, 10, 10, 13, 13 and 15 parameters) were compared and characterized with alternative geological interpretations, recharge estimates and boundary conditions. The models were developed with Model Muse and calibrated using UCODE with the same set of observed data of hydraulic head. Different methods were used to calculate model probability and model weight to explore model complexity, including Bayesian model averaging, model selection criteria, and multicriteria decision-making (MCDM). With the model selection criteria of AIC, AICc and BIC, the simplest model received the highest model probability. The model selection criterion, KIC, and the MCDM method, in addition to considering the quality of model fit between observed and simulated data and the number of calibrated parameters, also consider uncertainty in parameter estimates with a Fisher information matrix. KIC and MCDM selected a model with moderate complexity (10 parameters) and the best parameter estimation (model 3) as the best models, over another model with the same degree of complexity (model 2). The results of these comparisons show that in choosing between models, priority should be given to quality of the data and parameter estimation rather than degree of complexity.
机译:考虑地下水建模的复杂性可以帮助选择最佳模型,并且可以避免过度参数化,模型不确定性和误导性结论。本研究旨在确定模型复杂性引起的不确定性,并确定复杂性如何影响模型不确定性。位于伊朗东阿塞拜疆的Ajabshir含水层被用于综合水文地质研究和建模。对六个独特的概念模型进行了比较,这些模型具有通过校准的模型参数(6个,10个,10个,13个,13个和15个参数)的数量测量的四种不同程度的复杂性,并通过其他地质解释,补给估算和边界条件进行了表征。这些模型是使用Muse模型开发的,并使用UCODE与相同的液压头观测数据集进行了校准。使用不同的方法来计算模型概率和模型权重以探索模型复杂性,包括贝叶斯模型平均,模型选择标准和多标准决策(MCDM)。使用AIC,AICc和BIC的模型选择标准,最简单的模型获得最高的模型概率。模型选择标准,KIC和MCDM方法,除了考虑观察数据和模拟数据之间模型拟合的质量以及校准参数的数量之外,还考虑使用Fisher信息矩阵进行参数估计的不确定性。 KIC和MCDM选择了具有中等复杂度(10个参数)和最佳参数估计(模型3)的模型作为最佳模型,而不是具有相同程度复杂性的另一个模型(模型2)。这些比较的结果表明,在模型之间进行选择时,应优先考虑数据质量和参数估计,而不是复杂程度。

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