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Ensemble Contaminant Transport Modelling and Bayesian Decision-Making of Groundwater Monitoring

机译:地下水监测的污染物汇合模型和贝叶斯决策

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An ensemble-based Monte Carlo framework in conjunction with a particle tracking method was used to investigate contaminant movement into the subsurface environment from an instantaneous leak emanating from a random location near the ground surface. Our findings include the following. A large number of wells, exceeding in all cases 12 monitoring wells were required in order to detect contaminants with some degree of confidence. The optimum distance that returned the maximum probability of detection Pd varied based on the heterogeneity and dispersion of the geologic medium. A low dispersive environment required larger distances in order for plumes to be able to be captured by the monitoring network, whereas high dispersive environments allowed detection close to the contamination source. Low dispersive geologic media made selection of the location of the monitoring system relatively insensitive to the distance from the source, whereas in high dispersive environments there appeared a narrow region, where the system needed to be placed in order to achieve high probabilities to detect. In highly dispersive media sampling influenced the Pd significantly. Finally, optimization of a monitoring network needs to consider concurrently the maximization of the probability of detection and the minimization of the contaminated volume.
机译:基于整体的蒙特卡洛框架结合粒子跟踪方法被用于研究污染物从地下附近随机位置发出的瞬时泄漏进入地下环境的过程。我们的发现包括以下内容。为了在一定程度上检测污染物,需要大量的井(在所有情况下都超过12口监测井)。返回最大检测概率Pd的最佳距离根据地质介质的异质性和分散性而变化。低分散环境要求较大的距离,以便能够通过监视网络捕获羽流,而高分散环境则允许在污染源附近进行检测。低分散的地质介质使得监测系统位置的选择相对于距源的距离相对不敏感,而在高分散的环境中则出现了一个狭窄的区域,为了实现较高的探测概率,需要在该区域中放置系统。在高度分散的介质中,采样对钯的影响很大。最后,监视网络的优化需要同时考虑检测概率的最大化和污染体积的最小化。

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