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非饱和/饱和土壤中有机化学物质迁移与归宿的数学模型。

A mathematical model for the transport and fate of organic chemicals in unsaturated/saturated soils.

作者信息

Lindstrom F T, Piver W T

出版信息

Environ Health Perspect. 1985 May;60:11-28. doi: 10.1289/ehp.856011.

Abstract

A mathematical model, simulating the transport and fate of nonionizable organic compounds in unsaturated/saturated porous media (soils) in a terrestrial microcosm has been developed. Using the principles of water mass, momentum, heat energy and chemical mass balance, the three fields: moisture, temperature, and liquid phase chemical concentration are solved for simultaneously by coupling the soil slab to an environmentally realistic air-soil interface (a dynamic free boundary) conditions and a prescribed height water table. The environmental conditions at the soil surface-air chamber interface are easily changed, via geometric scaling factors, to simulate either an open agricultural field or a landfill type of situation. Illustrative simulation runs examine the effects of different soil-chemical characteristics on hydrological and chemical concentration profiles.

摘要

已开发出一种数学模型,用于模拟陆生微观世界中非离子型有机化合物在非饱和/饱和多孔介质(土壤)中的迁移和归宿。利用水体、动量、热能和化学物质质量平衡原理,通过将土壤平板与符合环境实际的气-土界面(动态自由边界)条件和规定高度的地下水位相耦合,同时求解湿度、温度和液相化学浓度这三个场。通过几何缩放因子,可以轻松改变土壤表面-气室界面处的环境条件,以模拟开阔农田或垃圾填埋场等不同情况。示例模拟运行考察了不同土壤化学特性对水文和化学浓度剖面的影响。

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