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首页> 外文期刊>Journal of Hydrology >Modeling flow and transport in a two-dimensional dual-permeability system with spatially variable hydraulic properties
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Modeling flow and transport in a two-dimensional dual-permeability system with spatially variable hydraulic properties

机译:在具有可变空间水力特性的二维双渗透系统中模拟流动和输送

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Most field soils exhibit soil spatial variability as well as soil structure, The challenge is to account adequately for both types of spatial heterogeneity in simulation models. A numerical finite element code was used to compare single- and dual-permeability approaches for modeling variably saturated flow and transport in two-dimensional heterogeneous soil systems. The code was based on the Richards' equation for water how and the advection-dispersion equation for solute transport. Spatial variability in the soil hydraulic properties was accounted for by randomly generating a hydraulic conductivity field using a one-dimensional first-order Markov process, Soil structural effects were modeled with a two-domain concept in which a first-order kinetic expression is used to describe the transfer of water and solute between the two domains. Numerical experiments were carried out for the case of furrow irrigation, including the breakthrough of a conservative solute to the groundwater table. We compared five different scenarios: a single domain having uniform hydraulic properties (SU), a single domain with a randomly distributed hydraulic conductivity (SR), a dual-permeability system with uniform hydraulic properties (DU), a dual-permeability system with a randomly distributed fracture hydraulic conductivity (DRF), and a dual-permeability system having a randomly distributed matrix hydraulic conductivity (DRM). All scenarios started with pressure heads in equilibrium with a constant groundwater table 150 cm below the soil surface and zero initial solute concentrations. The simulated two-dimensional (2D) vertical concentration profiles showed preferential pathways resulting from both the spatial variability (SR) and soil structure (DRF) scenarios. As expected, drainage of water from the bottom of the profile occurred significantly earlier for dual-than for single-permeability scenarios. The combination of having spatial variability in the hydraulic properties and invoking the dual-permeability approach yielded the quickest and largest leaching of solute. The 2D dual-permeability approach should considerably improve the simulation of water and solute movement in naturally heterogeneous field soils. (C) 2000 Elsevier Science B.V, All rights reserved. [References: 60]
机译:大多数田间土壤表现出土壤空间变异性和土壤结构,挑战在于在模拟模型中充分考虑两种类型的空间异质性。数值有限元代码用于比较单渗透率和双渗透率方法,用于建模二维非均质土壤系统中的可变饱和流和输运。该代码基于关于水流如何的理查兹方程和用于溶质传输的对流扩散方程。通过使用一维一阶马尔可夫过程随机生成一个水力传导率场来解释土壤水力特性的空间变异性,并通过一个两域概念对土壤结构效应进行建模,其中一阶动力学表达式用于描述水和溶质在两个区域之间的转移。针对沟灌的情况进行了数值实验,包括将保守性溶质突破到地下水位。我们比较了五种不同的情况:具有均匀水力特性(SU)的单个区域,具有随机分布的水力传导率(SR)的单个区域,具有均匀水力特性(DU)的双渗透性系统,具有均匀水力特性的双渗透性系统。随机分布的裂缝水力传导率(DRF),以及具有随机分布的基质水力传导率(DRM)的双渗透系统。所有情况都始于压头处于平衡状态,并在土壤表面以下150 cm处有恒定的地下水位,初始溶质浓度为零。模拟的二维(2D)垂直浓度剖面显示了空间变异(SR)和土壤结构(DRF)情景所导致的优先途径。不出所料,双重渗透的情况比单一渗透的情况要早得多。在水力性质上具有空间可变性和调用双重渗透性方法相结合,产生了最快,最大的溶质浸出。二维双重渗透方法应可大大改善天然非均质田间土壤中水和溶质运动的模拟。 (C)2000 Elsevier Science B.V,保留所有权利。 [参考:60]

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