项彦勇. 2002: 裂隙岩体中非饱和渗流与运移的概念模型及数值模拟. 工程地质学报, 10(2): 204-209.
    引用本文: 项彦勇. 2002: 裂隙岩体中非饱和渗流与运移的概念模型及数值模拟. 工程地质学报, 10(2): 204-209.
    XIANG Yanyong. 2002: CONCEPTUAL MODELS AND NUMERICAL MODELING OF UNSATURATED FLOW AND TRANSPORT IN FRACTURED ROCKS. JOURNAL OF ENGINEERING GEOLOGY, 10(2): 204-209.
    Citation: XIANG Yanyong. 2002: CONCEPTUAL MODELS AND NUMERICAL MODELING OF UNSATURATED FLOW AND TRANSPORT IN FRACTURED ROCKS. JOURNAL OF ENGINEERING GEOLOGY, 10(2): 204-209.

    裂隙岩体中非饱和渗流与运移的概念模型及数值模拟

    CONCEPTUAL MODELS AND NUMERICAL MODELING OF UNSATURATED FLOW AND TRANSPORT IN FRACTURED ROCKS

    • 摘要: 探讨了裂隙岩体中非饱和地下水渗流与溶质运移的几种概念模型的构造及数值模拟问题 ,如裂隙网络模型、连续体模型、等效连续体模型、双孔隙度 (单渗透率 )模型、双渗透率模型、多组份连续体模型等。在裂隙岩体中 ,非饱和地下水的渗流可能只局限于岩体中的岩石组份、或裂隙网络 ,也可能在裂隙和岩石中同时发生 ;对前一种情形只需考虑单一连续体中的流动 ,而后一种情况则需要包括地下水在岩石和裂隙之间的交换。岩体中的裂隙网络往往是溶质运移的主要通道 ;但当溶质在裂隙与岩石之间的渗透和扩散是重要的运移机制时 ,就需要考虑岩石与裂隙界面处的溶质交换。为了模拟岩石与裂隙之间地下水和溶质的交换 ,就需要了解岩石与裂隙之间相互作用的模式和范围 ,使得这类问题的概念模型较单一连续体模型多了一层不确定性、其数值模拟也变得更为困难。因为在实际问题中不易、甚至根本不能判别非饱和渗流的实际形态 ,具体采用哪种模型主要取决于分析的目的和对现场数据的掌握程度。不论哪种模型都会受到模型及参数不确定性的影响 ,因此必须考虑与其他辅助模型的比较.

       

      Abstract: The formulations and numerical modeling of several conceptual models for unsaturated groundwater flow and solute transport in fractured rocks,such as fracture-network models,continuum models,effective continuum models,dual-porosity(single-permeability)models,dual-permeability models,and multiple interacting continua models are discussed in this paper.In a fractured rock-mass,unsaturated groundwater flow could occur either in the rock matrix only or in the fracture network only,or in both the rock matrix and the fractures.For the former situation,only a single continuum needs to be considered,whereas for the latter,interchange flow at matrixfracture interface has to be taken into account.Generally,fracture network constitutes the main channel of solute migration;however,if the seepage and diffusion of solute between the fractures and the rock matrix become an important transport mechanism,solute interchange at matrix-fracture interface needs to be considered.In order to model such groundwater and solute interchanges,one must decide the form and extent of matrix-fracture interac tions,which result in extra uncertainties in the conceptual models as opposed to single-continuum models.and make the numerical modeling more difficult.In practice,it is not easy,or even not possible at all,to discern the exact form of unsaturated seepage,selection of the conceptual models largely depends upon the modeling objective and the extent of data acquisition and understanding about the site.Any model will be affected by the uncertainties involved in the model and model parameters.Therefore,it is necessary to consider comparisons with other complementary models.

       

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