2007
DOI: 10.1002/hyp.6523
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A comparison of one‐ and two‐dimensional approaches to modelling flood inundation over complex upland floodplains

Abstract: Abstract:A much understudied aspect of flood inundation is examined, i.e. upland environments with topographically complex floodplains. Although the presence of high-resolution topographic data (e.g. lidar) has improved the quality of river flood inundation predictions, the optimum dimensionality of hydraulic models for this purpose has yet to be fully evaluated for situations of both topographic and topological (i.e. the connectivity of floodplain features) complexity. In this paper, we present the comparison… Show more

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Cited by 176 publications
(126 citation statements)
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“…The reason why water flow across the floodplain is rapid is that the topography of the reach is so steep that water level in storage units quickly exceeds spill height. A similar observation was made by Tayefi et al, (2007) for the Upper Wharfe in Yorkshire. A sensitivity analysis of channel and floodplain roughness was carried out by Tayefi et al, (2007).…”
Section: Figure 924 Elevation-area Relationship For Different Reservsupporting
confidence: 82%
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“…The reason why water flow across the floodplain is rapid is that the topography of the reach is so steep that water level in storage units quickly exceeds spill height. A similar observation was made by Tayefi et al, (2007) for the Upper Wharfe in Yorkshire. A sensitivity analysis of channel and floodplain roughness was carried out by Tayefi et al, (2007).…”
Section: Figure 924 Elevation-area Relationship For Different Reservsupporting
confidence: 82%
“…A similar observation was made by Tayefi et al, (2007) for the Upper Wharfe in Yorkshire. A sensitivity analysis of channel and floodplain roughness was carried out by Tayefi et al, (2007). It was expected that as channel roughness increases, then downstream peak discharge is decreased and delayed.…”
Section: Figure 924 Elevation-area Relationship For Different Reservsupporting
confidence: 82%
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“…The constant upstream inflow was 1 m 3 /s and the downstream boundary water depth was fixed at 0.2 m; the Manning roughness was 0.06, which was widely used for 2D modelling Tayefi et al, 2007;Yu and Lane, 2006b). The longitudinal profile of water depths, obtained by HEC-RAS, UIM 5M, and UIM 10M simulations, along street centres are displayed in Figure 6.…”
Section: Case Study 1-1 (Model Validation)mentioning
confidence: 99%