2001
DOI: 10.4319/lo.2001.46.6.1486
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The effect of emergent vegetation on convective flushing in shallow wetlands: Scaling and experiments

Abstract: Many wetlands around the world are characterized by shallow water, dense vegetation in the littoral zones, no significant riverine inflow and minimal circulation. Recent research on the hydrodynamics of such wetlands has identified convective circulation as being important for flushing of the littoral zones. To quantify this process, a parameterization of the convective discharge per unit width, which had been previously developed for nonvegetated systems, was extended to include a drag coefficient dependent o… Show more

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Cited by 49 publications
(30 citation statements)
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“…Unlike canopy flow theory, in which flow between the roughness is assumed to be turbulent, porous media theory generally assumes that the flow is laminar (i.e., governed by Darcy's law). Nonetheless, Oldham and Sturman (2001) applied porous media theory to predict turbulent unidirectional flow through emergent vegetation. Sollitt and Cross (1972) developed a model of turbulent flow through emergent permeable breakwaters that Gu and Wang (1991) later modified to model wave-driven flow through submerged porous beds.…”
mentioning
confidence: 99%
“…Unlike canopy flow theory, in which flow between the roughness is assumed to be turbulent, porous media theory generally assumes that the flow is laminar (i.e., governed by Darcy's law). Nonetheless, Oldham and Sturman (2001) applied porous media theory to predict turbulent unidirectional flow through emergent vegetation. Sollitt and Cross (1972) developed a model of turbulent flow through emergent permeable breakwaters that Gu and Wang (1991) later modified to model wave-driven flow through submerged porous beds.…”
mentioning
confidence: 99%
“…As an alternative, canopies were here considered as porous media (Oldham and Sturman, 2001;Hoffmann, 2004), adding a Forchheimer-type resistance source term in the momentum equation (Whitaker, 1996;CDadapco, 2014) for the cells within the main lotus flower island:…”
Section: Vegetation Flow Resistancementioning
confidence: 99%
“…In this case, R ≈ 70; therefore, we are working in the low Reynolds number regime, where flux is usually laminar. Many experiments have been carried out for different types of vegetation in different Reynolds number regimes in order to measure the drag coefficient of leafless bushes (i.e., junco marshes) [25,26]. Reference [25] presented a semiempirical formula for the computation of the drag of a plant inside a vegetation patch, based on experimental studies with cylindrical elements.…”
Section: Estimation Of the Junco Marsh Hydraulic Conductivitymentioning
confidence: 99%