2012
DOI: 10.1002/hyp.9323
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Comparison of two modeling approaches for groundwater–surface water interactions

Abstract: An assessment of interactions between groundwater and surface water was carried out by applying two different modeling approaches to a small-scale study area in the municipality of Havelock, Quebec. The first approach involved a commonly used sequential procedure that consists in determining the daily recharge rate using a quasi 2D infiltration model (HELP), applied in the next step as an imposed flux to a 3D finite-element groundwater flow model. The flow model was calibrated under steadystate and transient c… Show more

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Cited by 32 publications
(24 citation statements)
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“…In order to evaluate the tracer‐based Q p , the pre‐event water, driven by hydraulic gradients in both the surface and subsurface (i.e., the hydraulic Q p ), must be quantified. Achieving this, even with modern fully integrated codes, is surprisingly difficult [ Partington et al ., ; Guay et al ., ]. For example, Renaud et al .…”
Section: Methodsmentioning
confidence: 99%
“…In order to evaluate the tracer‐based Q p , the pre‐event water, driven by hydraulic gradients in both the surface and subsurface (i.e., the hydraulic Q p ), must be quantified. Achieving this, even with modern fully integrated codes, is surprisingly difficult [ Partington et al ., ; Guay et al ., ]. For example, Renaud et al .…”
Section: Methodsmentioning
confidence: 99%
“…However, to the knowledge of the authors, this has only been applied to very small catchments between 0.001 and 0.1 km 2 so far (Blum et al 2002;Jones et al 2006;Mirus and Loague 2013;VanderKwaak and Loague 2001). Guay et al (2013) and Semenova and Beven (2015) list even more examples of models from the fully coupled modelling domain.…”
Section: Fully Coupled Schemesmentioning
confidence: 99%
“…The study is undertaken by means of a process‐based hydrological model of surface‐subsurface flow calibrated and validated against a comprehensive data set of field measurements. The model couples a 3‐D RE solver with an inertia‐free approximation of the Saint Venant equations for surface flow [ Camporese et al ., ] and has been shown to be a suitable tool for simulating hydrological processes over a range of spatial and temporal scales [ Bixio et al ., ; Gauthier et al ., ; Sulis et al ., ; Guay et al ., ]. The model is general enough in its treatment of topography, parameter heterogeneity, domain geometry, and boundary conditions to allow close representation of the LCC, including the distinction between riparian and hillslope zones and the possibility of bedrock leakage.…”
Section: Introductionmentioning
confidence: 99%