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首页> 外文期刊>Journal of hydro-environment research >A comparison of various uncertainty models: An example of subsurface contaminant transport
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A comparison of various uncertainty models: An example of subsurface contaminant transport

机译:各种不确定性模型的比较:地下污染物传输的示例

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Groundwater resources are under increasing threat of contamination and wasteful use in many parts of the world. Groundwater flow and integrated contaminant transport models are commonly used to predict the fate of contaminants in the subsurface environment. However, the lack of reliable data and complexity of the natural environmental systems, the predictions are subjected to large uncertainties. For reliable decision-making, these contaminant transport models are required to explicitly consider associated uncertainties in their parameters. This paper aims to compare the results of four common uncertainty models using an example of contaminant transport in groundwater. The research employed an advection—dispersion equation (ADE) to describe the transport of a contaminant in groundwater. For simplicity, two parameters — dispersion coefficient and velocity — were considered in the uncertainty analysis. Fuzzy set theory, one- and two-dimensional (1-D and 2-D) Monte Carlo simulations, and Probability Box (P-Box) methods were investigated. The cumulative distribution functions generated from these analyses were compared to evaluate the capabilities of these methods. The comparison showed that P-Box method provides a more comprehensive analysis with lesser assumptions as compared to other methods, and also found to be more pragmatic way to describe and propagate uncertainties in complex environmental systems. Furthermore, execution time required to perform uncertainty analysis using P-Box method is comparatively much less than 2-D Monte Carlo simulations.
机译:在世界许多地方,地下水资源受到越来越多的污染和浪费利用的威胁。地下水流量和综合污染物传输模型通常用于预测地下环境中污染物的命运。但是,由于缺乏可靠的数据和自然环境系统的复杂性,这些预测存在很大的不确定性。为了做出可靠的决策,需要这些污染物迁移模型在其参数中明确考虑相关的不确定性。本文旨在以地下水中污染物的迁移为例,比较四种常见不确定性模型的结果。该研究采用对流扩散方程(ADE)来描述污染物在地下水中的传输。为简单起见,在不确定性分析中考虑了两个参数-弥散系数和速度。研究了模糊集理论,一维和二维(一维和二维)蒙特卡洛模拟以及概率盒(P-Box)方法。比较了从这些分析生成的累积分布函数,以评估这些方法的功能。比较表明,与其他方法相比,P-Box方法提供了更广泛的分析,但假设较少,并且是描述和传播复杂环境系统中不确定性的更实用的方法。此外,使用P-Box方法执行不确定性分析所需的执行时间比2-D蒙特卡洛模拟要短得多。

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