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Multi-component reactive transport in heterogeneous media and its decoupling solution

机译:异质介质中的多组分反应输运及其解耦解决方案

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摘要

The multi-component reactive transport model is widely used in contaminant transport, water-rock interaction, and other earth science fields. Since its complexity lies in its solution, a decoupling approach is used to simplify the model to enhance computational efficiency. A decoupling approach is presented for heterogeneous media, and used to solve the model in this situation. The whole domain is divided into several sub-domains due to the different reactions which may occur and the corresponding component matrix was obtained. The boundary between sub-domains could be divided into two parts, inflow and outflow, which are defined as the Neumann condition and the Dirichlet one, and the concentration of the latter could be calculated by the component in the adjacent sub-domain. Then the models in each sub-domain can be connected and solved. Taking a heterogeneous porous media as an example in which permanganate is partially dissolved during the process, firstly the result obtained by this method without considering porosity variation is compared to that from PHAST: good agreement is achieved, then while considering the change of porosity caused by the dissolution of the permanganate, the flow field, species concentration and porosity of the whole domain and typical sections and points during the reaction are analysed. It is concluded that: the decoupling approach to heterogeneous media is appropriate, and the results from the model could reflect the variation of physical fields due to groundwater in heterogeneous media.
机译:多组分反应性运输模型广泛用于污染物运输,水-岩相互作用和其他地球科学领域。由于其复杂性在于解决方案,因此使用解耦方法简化模型以提高计算效率。提出了一种针对异构媒体的解耦方法,该方法用于解决这种情况下的模型。由于可能发生的不同反应,整个域被分成几个子域,并获得了相应的组分矩阵。子域之间的边界可以分为流入和流出两部分,分别定义为Neumann条件和Dirichlet 1,而Dirichlet的浓度可以通过相邻子域中的组件来计算。然后,可以连接和求解每个子域中的模型。以非均质多孔介质为例,该过程中高锰酸盐部分溶解,首先将不考虑孔隙率变化的情况下通过该方法获得的结果与PHAST的结果进行比较:实现了良好的一致性,然后考虑了由分析了反应过程中高锰酸盐的溶解,整个区域的流场,物种浓度和孔隙率以及典型的截面和点。结论是:非均质介质的解耦方法是适当的,模型的结果可以反映非均质介质中地下水引起的物理场的变化。

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