2014
DOI: 10.5194/hess-18-3777-2014
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Robust global sensitivity analysis of a river management model to assess nonlinear and interaction effects

Abstract: Abstract. The simulation of routing and distribution of water through a regulated river system with a river management model will quickly result in complex and nonlinear model behaviour. A robust sensitivity analysis increases the transparency of the model and provides both the modeller and the system manager with a better understanding and insight on how the model simulates reality and management operations.In this study, a robust, density-based sensitivity analysis, developed by Plischke et al. (2013), is ap… Show more

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Cited by 16 publications
(10 citation statements)
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“…Density based sensitivity indices (DSI) have become progressively widespread in Global Sensitivity Analysis (GSA) applications across different hydrological modeling fields (e.g. Liu et al 2006, Pappenberger et al 2008, Peeters et al 2014, Rajabi et al 2015. In the DSI approach proposed by the which named PAWN, the model output distribution is characterized by data sample Cumulative Distribution Function (CDF) rather than its PDF.…”
Section: Global Sensitivity Analysis Of the Proposed Modelmentioning
confidence: 99%
“…Density based sensitivity indices (DSI) have become progressively widespread in Global Sensitivity Analysis (GSA) applications across different hydrological modeling fields (e.g. Liu et al 2006, Pappenberger et al 2008, Peeters et al 2014, Rajabi et al 2015. In the DSI approach proposed by the which named PAWN, the model output distribution is characterized by data sample Cumulative Distribution Function (CDF) rather than its PDF.…”
Section: Global Sensitivity Analysis Of the Proposed Modelmentioning
confidence: 99%
“…To the authors' knowledge, the few examples are Pappenberger et al (2008) for the entropy-based indices; and Castaings et al (2012), Anderson et al (2014 and Peeters et al (2014) for the d-sensitivity measure.…”
Section: Introductionmentioning
confidence: 98%
“…Common schemes for conducting sensitivity analysis include variance‐based schemes such as Monte Carlo analysis; however, Peeters et al . () and Plischke et al (2013) have highlighted the complexity of conducting sensitivity analysis when the solution space is complex and non‐linear (which it often is). Nonetheless, the robustness of the model to uncertainties was tested by varying precipitation data and ground‐water parameter bounds (one‐at‐a‐time) and assessing the Monte Carlo parameter distributions returned by DREAM.…”
Section: Methodsmentioning
confidence: 99%