Advection-Dispersion Equation for Concentrations of Pollutant and Dissolved Oxygen

K. Paudel, J. Kafle, P. Bhandari
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Abstract

A coupled system of advection-dispersion equations based water pollution model is presented that incorporates different parameters. The major concerns of the research are to observe the concentrations of pollutant and dissolved oxygen in the river. One dimensional model is used to observe the concentrations by taking the dimension along the length of the river. Since the processes of pollution and aeration are ongoing, the investigation of steady states is made possible by taking into account the elimination of pollutants by aeration. In this model coupled advection-dispersion equations are solved by taking dispersion coefficient as zero and non-zero, respectively.
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污染物和溶解氧浓度的平流-色散方程
提出了一种包含不同参数的基于平流-色散方程的耦合系统水污染模型。研究的主要内容是观察河流中污染物和溶解氧的浓度。采用一维模型沿河流长度取维来观测浓度。由于污染和曝气过程是持续进行的,因此考虑到通过曝气消除污染物,对稳态的研究成为可能。在该模型中,分别采用色散系数为零和非零的方法求解平流-色散耦合方程。
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