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Characterization of groundwater contaminant source using Bayesian method

机译:贝叶斯方法表征地下水污染物源

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Contaminant source identification in ground-water system is critical for remediation strategy implementation, including gathering further samples and analysis, as well as implementing and evaluating different remediation plans. Such problem is usually solved with the aid of groundwater modeling with lots of uncertainty, e.g. existing uncertainty in hydraulic conductivity, measurement variance and the model structure error. Monte Carlo simulation of flow model allows the input uncertainty onto the model predictions of concentration measurements at monitoring sites. Bayesian approach provides the advantage to update estimation. This paper presents an application of a dynamic framework coupling with a three dimensional groundwater modeling scheme in contamination source identification of groundwater. Markov Chain Monte Carlo (MCMC) is being applied to infer the possible location and magnitude of contamination source. Uncertainty existing in heterogonous hydraulic conductivity field is explicitly considered in evaluating the likelihood function. Unlike other inverse-problem approaches to provide single but maybe untrue solution, the MCMC algorithm provides probability distributions over estimated parameters. Results from this algorithm offer a probabilistic inference of the location and concentration of released contamination. The convergence analysis of MCMC reveals the effectiveness of the proposed algorithm. Further investigation to extend this study is also discussed.
机译:地下水系统中的污染源识别对于实施补救策略至关重要,包括收集进一步的样本和分析,以及实施和评估不同的补救计划。通常借助具有大量不确定性的地下水模型来解决该问题,例如水力传导性,测量方差和模型结构误差中存在的不确定性。流动模型的蒙特卡洛模拟允许将不确定性输入到监测地点的浓度测量值的模型预测中。贝叶斯方法提供了更新估计的优势。本文提出了结合三维地下水建模方案的动态框架在地下水污染源识别中的应用。马尔可夫链蒙特卡罗(MCMC)正在被用来推断污染源的可能位置和大小。在评估似然函数时,明确考虑了非均质导水率场中存在的不确定性。与提供单个但可能不真实的解决方案的其他反问题方法不同,MCMC算法提供了估计参数上的概率分布。该算法的结果提供了释放污染物的位置和浓度的概率推断。 MCMC的收敛性分析揭示了该算法的有效性。还讨论了进一步研究以扩展该研究。

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