Lipson David S, McCray John E, Thyne Geoffrey D
Department of Geology and Geological Engineering, Colorado School of Mines, Golden, CO 80401, USA.
Ground Water. 2007 Jul-Aug;45(4):468-72. doi: 10.1111/j.1745-6584.2007.00318.x.
The geochemical computer model PHREEQC can simulate solute transport in fractured bedrock aquifers that can be conceptualized as dual-porosity flow systems subject to one-dimensional advective-dispersive transport in the bedrock fractures and diffusive transport in the bedrock matrix. This article demonstrates how the physical characteristics of such flow systems can be parameterized for use in PHREEQC, it provides a method for minimizing numerical dispersion in PHREEQC simulations, and it compares PHREEQC simulations with results of an analytical solution. The simulations assumed a dual-porosity conceptual model involving advective-reactive-dispersive transport in the mobile zone (bedrock fracture) and diffusive-reactive transport in the immobile zone (bedrock matrix). The results from the PHREEQC dual-porosity transport model that uses a finite-difference approach showed excellent agreement compared with an analytical solution.
地球化学计算机模型PHREEQC可以模拟裂隙基岩含水层中的溶质运移,这种含水层可被概念化为双孔隙流系统,其在基岩裂隙中经历一维平流-弥散运移,在基岩基质中经历扩散运移。本文展示了如何对这类流系统的物理特性进行参数化以用于PHREEQC,提供了一种在PHREEQC模拟中最小化数值弥散的方法,并将PHREEQC模拟结果与解析解结果进行了比较。模拟采用了双孔隙概念模型,该模型涉及流动区(基岩裂隙)中的平流-反应-弥散运移以及非流动区(基岩基质)中的扩散-反应运移。采用有限差分法的PHREEQC双孔隙运移模型结果与解析解相比显示出极佳的一致性。