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Application of differential transformation to transient advective-dispersive transport equation

机译:微分变换在瞬态对流扩散方程中的应用

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In this paper, a simulation method called the differential transform or Taylor transform method is employed to predict the advective-dispersive transport problems. Such problems are usually met when dealing with the contaminant transport in groundwater. The differential transform method is introduced briefly. A hybrid method of differential transform and finite difference method is employed to solve the transient advective-dispersive transport problems. The parameters of the equation are varied and different kinds of input sources are engaged to verify that the differential transform method is suitable for the problem. Some simulation results are illustrated and discussed in compare with the analytic solutions. The results show that the differential transform method can achieve good results in predicting the solution of such problems. (C) 2003 Published by Elsevier Inc.
机译:在本文中,采用一种称为微分变换或泰勒变换方法的模拟方法来预测对流扩散输运问题。在处理地下水中的污染物时,通常会遇到此类问题。简要介绍了差分变换方法。采用微分变换和有限差分法的混合方法来解决瞬态对流-色散输运问题。改变方程的参数,并使用不同种类的输入源,以验证差分变换方法适合该问题。与解析解进行了比较,对一些仿真结果进行了说明和讨论。结果表明,差分变换方法可以很好地预测此类问题的解决方案。 (C)2003年由Elsevier Inc.出版

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