2021
DOI: 10.1029/2020wr028673
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Combined Modeling of US Fluvial, Pluvial, and Coastal Flood Hazard Under Current and Future Climates

Abstract: This study reports a new and significantly enhanced analysis of US flood hazard at 30 m spatial resolution. Specific improvements include updated hydrography data, new methods to determine channel depth, more rigorous flood frequency analysis, output downscaling to property tract level, and inclusion of the impact of local interventions in the flooding system. For the first time, we consider pluvial, fluvial, and coastal flood hazards within the same framework and provide projections for both current (rather t… Show more

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Cited by 200 publications
(206 citation statements)
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“…The physical ood data used to calculate risk in this paper were published in Bates et al, 23 itself an evolution of the rst spatially continuous U.S. ood model presented by Wing et al 20 and the globalscale modelling methods of Sampson et al 33 In this section, the main methods and model validation studies are outlined. For more information, the reader is referred to Bates et al 23 The ood inundation model, at its core, solves the local inertial formulation of the shallow water equations in 2D (based on LISFLOOD-FP) 33,34 over a regularly spaced 1 arc second (~20-30 m in the US) grid. This formulation has been shown to produce indistinguishable answers to the full solution of the shallow water equations for typical ood inundation problems (i.e., subcritical ows), given typical input data errors.…”
Section: Hazard Modelmentioning
confidence: 99%
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“…The physical ood data used to calculate risk in this paper were published in Bates et al, 23 itself an evolution of the rst spatially continuous U.S. ood model presented by Wing et al 20 and the globalscale modelling methods of Sampson et al 33 In this section, the main methods and model validation studies are outlined. For more information, the reader is referred to Bates et al 23 The ood inundation model, at its core, solves the local inertial formulation of the shallow water equations in 2D (based on LISFLOOD-FP) 33,34 over a regularly spaced 1 arc second (~20-30 m in the US) grid. This formulation has been shown to produce indistinguishable answers to the full solution of the shallow water equations for typical ood inundation problems (i.e., subcritical ows), given typical input data errors.…”
Section: Hazard Modelmentioning
confidence: 99%
“…Channels are thus parameterised under the assumption that they can convey a certain return period discharge (generally the 2-year ow, rising to 5-year in arid regions), with their bed elevations thus estimated using an inverted gradually varied ow solver (which solves for water height rather than discharge). 38 Return period discharges for channel bed estimation, and indeed for the extreme ows to simulate ooding are computed using a regional ood frequency analysis (RFFA) based on the methods of Smith et al 39 and further extended in Bates et al 23 This involved pooling almost 7000 USGS river gauges into proximal and hydrologically similar groups in order to compute an index ow for every cell on the ow accumulation array (with upstream area >50 km 2 ). Since ow records are generally too short to understand extreme ow behaviour, the RFFA substitutes time for space by again pooling hydrologically similar river gauges to derive growth curves.…”
Section: Hazard Modelmentioning
confidence: 99%
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“…Figure 1 shows the input DEM with elevation values given in meters, and the dams and gauging stations used in this study. The resolution of the DEM and LULC data is 30 m × 30 m. The vertical accuracy of the DEM is 0.34 m ± 6.22 m, i.e., 10 m at the 90 % confidence level (Beaulieu and Clavet, 2009). The vertical datum used is the Canadian Geodetic Vertical Datum of 2013 (CGVD2013).…”
Section: Stage 1: Gis Pre-processingmentioning
confidence: 99%