2018
DOI: 10.5194/hess-22-5967-2018
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Inundation mapping based on reach-scale effective geometry

Abstract: Abstract. The production of spatially accurate representations of potential inundation is often limited by the lack of available data as well as model complexity. We present in this paper a new approach for rapid inundation mapping, MHYST, which is well adapted for data-scarce areas; it combines hydraulic geometry concepts for channels and DEM data for floodplains. Its originality lies in the fact that it does not work at the cross section scale but computes effective geometrical properties to describe the rea… Show more

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Cited by 17 publications
(6 citation statements)
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“…All of these methods are based on a local dischargewater height relationship determined from (i) the cross section and longitudinal profile geometries and (ii) a local hydraulic formula, i.e., Manning-Strickler (Zheng et al, 2018a, b;Johnson et al, 2019;Garousi-Nejad et al, 2019) or Debord (Rebolho et al, 2018). The cross-sectional geometry is either extracted locally from the DTM for the Au-toRoute method (Follum et al, 2017(Follum et al, , 2020 or averaged at the river reach scale based on a height above nearest drainage (HAND) raster (Nobre et al, 2011) for the following methods: f2HAND (Speckhann et al, 2017), GeoFlood (Zheng et al, 2018a), MHYST (Rebolho et al, 2018), and hydrogeomorphic FHM (Tavares da Costa et al, 2019). These approaches are very efficient in terms of computation times and can therefore be suitable either for real-time inundation forecasting at continental scales (Liu et al, 2018) or for probabilistic or multi-scenario modeling (Teng et al, 2017).…”
Section: Introductionmentioning
confidence: 99%
“…All of these methods are based on a local dischargewater height relationship determined from (i) the cross section and longitudinal profile geometries and (ii) a local hydraulic formula, i.e., Manning-Strickler (Zheng et al, 2018a, b;Johnson et al, 2019;Garousi-Nejad et al, 2019) or Debord (Rebolho et al, 2018). The cross-sectional geometry is either extracted locally from the DTM for the Au-toRoute method (Follum et al, 2017(Follum et al, , 2020 or averaged at the river reach scale based on a height above nearest drainage (HAND) raster (Nobre et al, 2011) for the following methods: f2HAND (Speckhann et al, 2017), GeoFlood (Zheng et al, 2018a), MHYST (Rebolho et al, 2018), and hydrogeomorphic FHM (Tavares da Costa et al, 2019). These approaches are very efficient in terms of computation times and can therefore be suitable either for real-time inundation forecasting at continental scales (Liu et al, 2018) or for probabilistic or multi-scenario modeling (Teng et al, 2017).…”
Section: Introductionmentioning
confidence: 99%
“…Flow Directions Drainage Area and Zones HAND Model Figure 2. Steps of HAND algorithm procedure to generate flood maps (adapted from [42]).…”
Section: Digital Elevation Mapmentioning
confidence: 99%
“…We used the D8 algorithm to compute the flow directions. The D8 algorithm Steps of HAND algorithm procedure to generate flood maps (adapted from [42]).…”
Section: Digital Elevation Mapmentioning
confidence: 99%
“…Among the flooding information, the potential inundation region and associated area are supposed to be known in advance. In spite of the difficulty in obtaining real-time measured observations (e.g., water level), they could be established through the hydraulic numerical models under consideration of the design rainfall events regarding the various return periods [4][5][6]. For example, Chen et al [4] established a potential inundation-map database by means of the hydraulic numerical model (HEC_RAS) with the design rainfall events of the various return periods.…”
Section: Introductionmentioning
confidence: 99%