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Non-point source evaluation of groundwater nitrate contamination from agriculture under geologic uncertainty

机译:地质不确定性条件下农业地下水硝酸盐污染的面源评估

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摘要

The long-term effect of non-point source pollution on groundwater from agricultural practices is a major concern globally. Non-point source pollutants such as nitrate that occurs through fertilizers and animal waste eventually make their way into the aquifer by infiltrating soil. The goal of this study is to develop an approach for characterization of nitrate concentrations at potential source locations under conditions of geologic uncertainty. A Bayesian framework using the Markov Chain Monte Carlo (MCMC) approach is developed to estimate posterior probability distributions of non-point sources by incorporating nitrate concentration data as well as geologic uncertainties. The proposed approach is tested using hypothetical contamination scenarios and then validated using an application case study in North Carolina. Uncertainty existing in geologic formation (i.e., heterogeneous hydraulic conductivity field) is treated as prior and used in evaluating the likelihood function that measures the match between observed and simulated concentrations. The likelihood function computation involves a numerical model that simulates nitrate transport in groundwater from non-point agricultural sources and predicts nitrate concentrations at observation wells. Effectiveness of the MCMC approach is evaluated through a convergence analysis. Comparison among different sampling algorithms is carried out with respect to MCMC convergence diagnostics and making inference. The Bayesian inference analysis methodology developed in this research will help decision makers and water managers to identify potential areas for source containment and decide if further sampling is required.
机译:面源污染对农业实践中地下水的长期影响是全球主要关注的问题。通过肥料和动物粪便产生的非点源污染物(例如硝酸盐)最终会通过渗入土壤而进入含水层。这项研究的目的是开发一种在地质不确定性条件下表征潜在源位置硝酸盐浓度的方法。建立了使用马尔可夫链蒙特卡洛(MCMC)方法的贝叶斯框架,通过结合硝酸盐浓度数据和地质不确定性来估计非点源的后验概率分布。建议的方法使用假设的污染情景进行测试,然后使用北卡罗来纳州的应用案例研究进行验证。地质构造中存在的不确定性(即非均质水力传导率场)将被视为先验并用于评估测量观测浓度与模拟浓度之间的匹配度的似然函数。似然函数计算涉及一个数值模型,该模型模拟非点农业来源的地下水中的硝酸盐迁移,并预测观测井中的硝酸盐浓度。通过收敛分析评估了MCMC方法的有效性。关于MCMC收敛诊断和推断,进行了不同采样算法之间的比较。本研究中开发的贝叶斯推理分析方法将帮助决策者和水管理者确定潜在的污染源区域,并确定是否需要进一步采样。

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