2012
DOI: 10.1016/j.jhydrol.2012.05.025
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Quasi 3D modeling of water flow in vadose zone and groundwater

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Cited by 39 publications
(34 citation statements)
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“…Owing to high non-linearity in the soil-water sub-models, the assembled matrices can only be solved with unified small time-steps, which adds to the computational expense. The one-way coupling scheme, as adopted by the MODFLOW-UZF1 package (Grygoruk et al, 2014; Niswonger et al, 2006), as well as the free drainage mode of MODFLOW-SWAP model (Xu et al, 2012), assumes that the water table depth is of minor influence on 60 flow interactions at the phreatic interface, and is thus problem specific.The feedback coupling method, in contrast, is widely used (Kuznetsov et al, 2012;Seo et al, 2007;Shen and Phanikumar, 2010;Stoppelenbrug et al, 2005;Xie et al, 2012;Xu et al, 2012) as a compromise between numerical accuracy and computational cost. In a feedback coupling scheme, the soil-water and groundwater sub-models can be built with different governing equations, numerical schemes, and scales of discretization.…”
mentioning
confidence: 99%
“…Owing to high non-linearity in the soil-water sub-models, the assembled matrices can only be solved with unified small time-steps, which adds to the computational expense. The one-way coupling scheme, as adopted by the MODFLOW-UZF1 package (Grygoruk et al, 2014; Niswonger et al, 2006), as well as the free drainage mode of MODFLOW-SWAP model (Xu et al, 2012), assumes that the water table depth is of minor influence on 60 flow interactions at the phreatic interface, and is thus problem specific.The feedback coupling method, in contrast, is widely used (Kuznetsov et al, 2012;Seo et al, 2007;Shen and Phanikumar, 2010;Stoppelenbrug et al, 2005;Xie et al, 2012;Xu et al, 2012) as a compromise between numerical accuracy and computational cost. In a feedback coupling scheme, the soil-water and groundwater sub-models can be built with different governing equations, numerical schemes, and scales of discretization.…”
mentioning
confidence: 99%
“…Additionally, the current numerical coupling of HYDRUS‐1D and MODFLOW produces unrealistic sudden inflow and outflow fluxes at the interface when the groundwater table depth is updated in HYDRUS‐1D as a result of its change in MODFLOW (Twarakavi et al ; Kuznetsov et al ). These numerical instabilities need to be resolved before the solute transport component can be incorporated into the HPM.…”
Section: Introductionmentioning
confidence: 99%
“…The accurate simulation of variably saturated flow in porous media is a valuable component to understanding physical processes occurring in many water resource problems. Examples range from coupled hydrologic-atmospheric models to irrigation problems; see for example [39,6,23]. Computer simulations of subsurface flow generally proceed by computing a numerical solution of the three dimensional Richards' equation [33].…”
Section: Introductionmentioning
confidence: 99%