2017
DOI: 10.1016/j.envsoft.2017.03.002
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Patterns of streamflow regimes along the river network: The case of the Thur river

Abstract: A modeling framework for point-wise prediction of the probability density function and flow duration curve of streamflows along complex river networks is presented. The predictions are based on catchment-scale climatic and morphological features, without calibration on observed discharge time-series. The framework was applied to a test basin in northeastern Switzerland, and relevant flow statistics were validated at six subcatchment outlets with satisfactory results. Spatial patterns of flow regime exhibit a s… Show more

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Cited by 21 publications
(27 citation statements)
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“…The comparison between the forward and inverse estimation methods shows a clear underestimation of k n for most of the catchments, which was already discussed by Dralle et al (2015) and which is in line with previous work that tried to improve the results of the model in forward estimation mode, for the linear and the nonlinear formulation (Ceola et al, 2010;Basso et al, 2015). There is clearly a need to further improve the methods to estimate the recession parameters.…”
Section: Discussionsupporting
confidence: 87%
“…The comparison between the forward and inverse estimation methods shows a clear underestimation of k n for most of the catchments, which was already discussed by Dralle et al (2015) and which is in line with previous work that tried to improve the results of the model in forward estimation mode, for the linear and the nonlinear formulation (Ceola et al, 2010;Basso et al, 2015). There is clearly a need to further improve the methods to estimate the recession parameters.…”
Section: Discussionsupporting
confidence: 87%
“…This model has been shown to give good results across a wide range of hydro‐climatic regimes (Basso et al, ; Botter et al, ; ; Botter et al, ; Ceola et al, ; Doulatyari et al, ; Santos, Portela, Rinaldo, & Schaefli, ), including extensions for winter in snow‐dominated catchments (Schaefli, Rinaldo, & Botter, ) and for dry climates (Müller et al, ). The recession parameters have generally been estimated with the master recession approach, with binning (Ceola et al, ), or mostly without binning (Ceola et al, ; Santos et al, ; Schaefli et al, ), or with an event‐scale recession analysis with a linear regression of data (Basso et al, ; Botter, Peratoner, Porporato, Rodriguez‐Iturbe, & Rinaldo, ; Botter et al, ; Botter et al, ; Botter, Zanardo, Porporato, Rodriguez‐Iturbe, & Rinaldo, ; Müller et al, ).…”
Section: Introductionmentioning
confidence: 99%
“…This study takes advantage of a parsimonious probabilistic description of joint streamflow dynamics at arbitrary pairs of catchment outlets. The method, which is designed to statistically characterize the spatial variability of river flows, relies on a stochastic representation of specific (i.e., mm/day) streamflow dynamics (Botter, Porporato, Rodriguez‐Iturbe, & Rinaldo, ; Doulatyari et al, ). The Pearson correlation between synchronous daily streamflow time series at two river sites is expressed as a function of a limited number of hydroclimatic parameters (Betterle, Radny, et al, , Betterle, Schirmer, et al, ).…”
Section: Methodsmentioning
confidence: 99%
“…Analogously, α i t , αi12, and α i are the mean rainfall depths of total, joint, and disjoint rainfall events, respectively, and r α is the Pearson correlation coefficient between the joint rainfall intensities. In this study, daily rainfall intensities are calculated as the exceedance of a threshold (1mm) representing canopy interception (Doulatyari et al, ; Lai & Katul, ; Laio et al, ).…”
Section: Estimation Of Model Parametersmentioning
confidence: 99%
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