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Numerical Methods for Modelling Leaching of Pollutants in Soils and Groundwater

机译:土壤与地下水污染物浸出浸出的数值方法

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Pesticides used in crop production and herbicides used for weed control are the major source of nonpoint-source pollutants to groundwater. The movement and degradation of pesticides residues in soils and groundwater are complex processes affected by soil physical, (bio)chemical and hydrogeological properties, climatic conditions and agricultural practices. This paper presents two physically-based models suitable for equilibrium and two-sites/two-regions non equilibrium models. The mathematical problem arising is basically an unsteady linear convection-diffusion-reaction equation. Different stabilization techniques to avoid the instabilities arising from the convection-dominated regimes are presented, including the more recent of Link-Cutting Bubbles, which gives the best numerical results. Some experiments based on real data are presented as applications.
机译:用于杂草控制的作物生产和除草剂中使用的农药是地下水的非点源污染物的主要来源。土壤和地下水中农药残留的运动和降解是受土壤物理,(BIO)化学和水文地质性质,气候条件和农业实践影响的复杂过程。本文呈现了两个基于物理的模型,适用于平衡和两站点/两区非平衡模型。产生的数学问题基本上是一个不稳定的线性对流 - 扩散反应方程。提出了不同的稳定技术,以避免由对流主导的制度产生的不稳定性,包括近期链路切割泡沫,这给出了最佳的数值结果。基于真实数据的一些实验作为应用程序呈现。

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