Interaction between flow, transport and vegetation spatial structure
Author(s)
Luhar, Mitul; Rominger, Jeffrey Tsaros; Nepf, Heidi
DownloadNepf-Interaction between.pdf (564.8Kb)
PUBLISHER_POLICY
Publisher Policy
Article is made available in accordance with the publisher's policy and may be subject to US copyright law. Please refer to the publisher's site for terms of use.
Terms of use
Metadata
Show full item recordAbstract
This paper summarizes recent advances in vegetation hydrodynamics and uses the new concepts to explore not only how vegetation impacts flow and transport, but also how flow feedbacks can influence vegetation spatial structure. Sparse and dense submerged canopies are defined based on the relative contribution of turbulent stress and canopy drag to the momentum balance. In sparse canopies turbulent stress remains elevated within the canopy and suspended sediment concentration is comparable to that in unvegetated regions. In dense canopies turbulent stress is reduced by canopy drag and suspended sediment concentration is also reduced. Further, for dense canopies, the length-scale of turbulence penetration into the canopy, δ e , is shown to predict both the roughness height and the displacement height of the overflow profile. In a second case study, the relation between flow speed and spatial structure of a seagrass meadow gives insight into the stability of different spatial structures, defined by the area fraction covered by vegetation. In the last case study, a momentum balance suggests that in natural channels the total resistance is set predominantly by the area fraction occupied by vegetation, called the blockage factor, with little direct dependence on the specific canopy morphology.
Date issued
2008-07Department
Massachusetts Institute of Technology. Department of Civil and Environmental EngineeringJournal
Environmental Fluid Mechanics
Publisher
Springer-Verlag
Citation
Luhar, Mitul, Jeffrey Rominger, and Heidi Nepf. “Interaction between flow, transport and vegetation spatial structure.” Environmental Fluid Mechanics 8.5-6 (2008): 423-439. Web. 2 Feb. 2012. © 2008 Springer Science+Business Media B.V.
Version: Author's final manuscript
ISSN
1567-7419
1573-1510