Using Advective Transport Phenomena to Account for Uncertainty of Conductivity in Monitoring Design.

Ground water Pub Date : 2025-03-14 DOI:10.1111/gwat.13467
Willem J de Lange
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Abstract

Engineering practice in monitoring design aims at the optimum number of observation wells needed to assess the growth of a contaminated volume groundwater, the plume. Available methodologies rely on a combination of a numerical groundwater transport model, GIS-techniques and an optimization technique and require a relative huge amount of data and computer resources. The method of advective transport phenomena enables to calculate the longitudinal and vertical growth of a contaminant plume along the flow path by simple analytic expressions using only three stochastic parameters, the log conductivity variance and the horizontal and vertical characteristic lengths, that together describe the heterogeneity of the aquifer. In previous work, the calculated plume growth has been verified in 12 large experiments all over the world. The method is used to investigate the relationship between uncertainty in the conductivity variation and the plume growth by calculation of the spreading of water particles in a vertical section along the traveled path. In a very heterogeneous aquifer, virtually all water particles spread forward about equally generating a limited forward growth compared to the traveled distance that is not sensitive to uncertainty in the conductivity. In a nearly homogenous aquifer, only a part of the water particles is spread forward, which is repeated at different depths along the traveled path causing significant uncertainty in the position and length of the plume growth. Therefore, an observation network should be designed more densely in a homogeneous aquifer than in a heterogeneous one. A calculation tool is provided.

在监测设计中利用平流传输现象考虑传导性的不确定性。
监测设计中的工程实践旨在评估受污染的地下水(烟羽)的生长所需的最佳观测井数量。现有的方法依赖于数值地下水输送模型、地理信息系统技术和优化技术的组合,需要相对大量的数据和计算机资源。平流输运现象的方法能够通过简单的解析表达式,仅使用测井电导率方差和水平和垂直特征长度这三个随机参数,就能计算出污染物羽流沿流动路径的纵向和纵向增长,这三个参数共同描述了含水层的非均质性。在以往的工作中,计算得到的羽流增长已经在全球12个大型实验中得到了验证。该方法通过计算水粒子沿行进路径在垂直剖面上的扩散,研究了电导率变化的不确定性与羽流生长之间的关系。在非均质含水层中,几乎所有的水粒子都是均匀地向前扩散,与对电导率不确定的不敏感的行进距离相比,产生有限的向前增长。在一个几乎均匀的含水层中,只有一部分水粒子向前扩散,这在不同的深度沿着行进的路径重复,导致羽流生长的位置和长度有很大的不确定性。因此,在均匀含水层中,观测网的设计应比在非均匀含水层中更密集。提供计算工具。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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