2016
DOI: 10.1002/2015jd024482
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Spatial validation of large‐scale land surface models against monthly land surface temperature patterns using innovative performance metrics

Abstract: Land surface models (LSMs) are a key tool to enhance process understanding and to provide predictions of the terrestrial hydrosphere and its atmospheric coupling. Distributed LSMs predict hydrological states and fluxes, such as land surface temperature (LST) or actual evapotranspiration (aET), at each grid cell. LST observations are widely available through satellite remote sensing platforms that enable comprehensive spatial validations of LSMs. In spite of the great availability of LST data, most validation s… Show more

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Cited by 51 publications
(57 citation statements)
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References 80 publications
(129 reference statements)
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“…Discharge represents an integrated catchment response, and hence provides only limited insight on the lumped behavior of a catchment (Stisen et al, 2011;Koch et al, 2016a;Michaud and Sorooshian, 1994;Reed et al, 2004;Smith et al, 2013). In that sense, Conradt et al (2013) provided several examples for large simulation errors within the model domain and they mentioned, among others, the outcomes given by Feyen et al (2008), Merz et al (2009) and Smith et al (2012).…”
Section: G Ruiz-pérez Et Al: Calibration Of a Parsimonious Distribumentioning
confidence: 99%
“…Discharge represents an integrated catchment response, and hence provides only limited insight on the lumped behavior of a catchment (Stisen et al, 2011;Koch et al, 2016a;Michaud and Sorooshian, 1994;Reed et al, 2004;Smith et al, 2013). In that sense, Conradt et al (2013) provided several examples for large simulation errors within the model domain and they mentioned, among others, the outcomes given by Feyen et al (2008), Merz et al (2009) and Smith et al (2012).…”
Section: G Ruiz-pérez Et Al: Calibration Of a Parsimonious Distribumentioning
confidence: 99%
“…The connectivity analysis is applied individually on cells that exceed a given threshold and those that fall below, which is referred to as low and high 25 phase, respectively. Following Koch et al (2016b), the root-mean-square-error between the connectivity at all percentiles of the observed ( ( ) ) and the simulated ( ( ) ) pattern denotes a tangible pattern similarity metric and can be calculated as: The average RMSE score of the low and the high phase is employed as the pattern similarity score for the connectivity analysis and is referred to as connectivity throughout the manuscript.…”
Section: Connectivity 10mentioning
confidence: 99%
“…Outside the hydrogeology community, connectivity analyses have also been conducted to describe spatial patterns of soil moisture (Grayson et al, 2002;Western et al, 2001) or land-surface temperature (Koch et al, 2016b). Following the classification of Renard and Allard (2013), the connectivity analysis of a continuous variable is conducted via three steps: (1) a series of threshold percentiles decomposes the domain 15 into a series of binary maps, (2) the binary maps undergo a cluster analysis that identifies spatially connected clusters and (3) the transition from many disconnected clusters to a single connected clusters can be quantified by principles of percolation theory (Hovadik and Larue, 2007).…”
Section: Connectivity 10mentioning
confidence: 99%
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