2014
DOI: 10.5194/hess-18-367-2014
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Coupled prediction of flood response and debris flow initiation during warm- and cold-season events in the Southern Appalachians, USA

Abstract: Abstract. Debris flows associated with rainstorms are a frequent and devastating hazard in the Southern Appalachians in the United States. Whereas warm-season events are clearly associated with heavy rainfall intensity, the same cannot be said for the cold-season events. Instead, there is a relationship between large (cumulative) rainfall events independently of season, and thus hydrometeorological regime, and debris flows. This suggests that the dynamics of subsurface hydrologic processes play an important ro… Show more

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Cited by 36 publications
(8 citation statements)
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“…On the one hand, a significant fraction (30-50%) of its precipitation is associated with light rain from fog and low-level clouds (Wilson & Barros, 2014). On the other hand, this region is also often affected by strong precipitation events, often leading to flooding, debris flows, and landslides (Tao & Barros, 2014). Furthermore, these intense events can have multiple origins, including the passage of cold season synoptic storms and warm-season mesoscale convective systems, tropical depressions, and localized convection.…”
Section: 1029/2018gl081336mentioning
confidence: 99%
“…On the one hand, a significant fraction (30-50%) of its precipitation is associated with light rain from fog and low-level clouds (Wilson & Barros, 2014). On the other hand, this region is also often affected by strong precipitation events, often leading to flooding, debris flows, and landslides (Tao & Barros, 2014). Furthermore, these intense events can have multiple origins, including the passage of cold season synoptic storms and warm-season mesoscale convective systems, tropical depressions, and localized convection.…”
Section: 1029/2018gl081336mentioning
confidence: 99%
“…Notably, majority of distributed erosion-deposition models e.g., WEPP, EUROSEM etc., consider simplistic representations of vertical and lateral subsurface water flow, and often do not account for the lateral subsurface water movement, or the coupled dynamic interactions between vadose zone and the groundwater table, or the evolution of soil moisture and groundwater with evapotranspiration. Given that the detachment, transport, and deposition of soil are dominantly influenced by the velocity and volume of overland flow (Julien and Simons, 1985), which in turn may be influenced by antecedent soil moisture conditions (Legates et al, 2011;Penna et al, 2011;Jost et al, 2012;Chen et al, 2014;Hueso-Gonz alez et al, 2015), subsurface heterogeneity (Lewis et al, 2012;Ghimire et al, 2013;Orchard et al, 2013;Zimmermann et al, 2013;Niu et al, 2014;Tao and Barros, 2014), and groundwater distribution (Kumar et al, 2009;Miguez-Macho and Fan, 2012;Rosenberg et al, 2013;Safeeq et al, 2014;von Freyberg et al, 2015), it is important to consider the coupled impacts of antecedent hydrologic states (soil moisture and groundwater distribution) and subsurface hydrogeologic properties on sediment generation and yield. Failing to do so may limit the applicability of these models to a few events (Hessel et al, 2006;Mati et al, 2006;Ramsankaran et al, 2013) or to regimes where the dynamic role of antecedent conditions and subsurface heterogeneity on erosion are not large enough.…”
Section: Introductionmentioning
confidence: 99%
“…In order to prepare the input data and feed the physicallybased models different approaches can be used: (1) the adoption, for each parameter, of a unique constant value for the whole study area as averaged from in situ measurements or derived from literature data (e.g., Jia et al 2012; Peres and Cancelliere 2014), (2) the adoption of a set of constant values of the parameters for distinct geological, lithological or lithotecnical units, as derived from direct measurements (Segoni et al 2009;Baum et al 2010;Montrasio et al 2011;Zizioli et al 2013;Bicocchi et al 2016) or from existing databases and published data (Lepore et al 2013;Ren et al 2014;Tao and Barros 2014), or (3) the definition of cohesion and friction angle values as random variables using a probabilistic or stochastic approach (e.g., Griffiths et al 2011;Park et al 2013;Chen and Zhang 2014;Raia et al 2014;Fanelli et al 2016;Salciarini et al 2017). The latter does not consider any physical process in the spatial distribution of the parameters while the second one assumes that their distribution is related to lithology of the bedrock or to other morphometric parameters.…”
Section: Introductionmentioning
confidence: 99%