Abstract

Generalized likelihood uncertainty estimation (GLUE) is one of the widely-used methods for quantifying uncertainty in flood inundation mapping. However, the subjective nature of its application involving the definition of the likelihood measure and the criteria for defining acceptable versus unacceptable models can lead to different results in quantifying uncertainty bounds. The objective of this paper is to perform a sensitivity analysis of the effect of the choice of likelihood measures and cut-off thresholds used in selecting behavioral and non-behavioral models in the GLUE methodology. By using a dataset for a reach along the White River in Seymour, Indiana, multiple prior distributions, likelihood measures and cut-off thresholds are used to investigate the role of subjective decisions in applying the GLUE methodology for uncertainty quantification related to topography, streamflow and Manning’s n. Results from this study show that a normal pdf produces a narrower uncertainty bound compared to a uniform pdf for an uncertain variable. Similarly, a likelihood measure based on water surface elevations is found to be less affected compared to other likelihood measures that are based on flood inundation area and width. Although the findings from this study are limited due to the use of a single test case, this paper provides a framework that can be utilized to gain a better understanding of the uncertainty while applying the GLUE methodology in flood inundation mapping.

Highlights

  • Flood inundation mapping plays a major role in conveying flood risk information to decision makers and the general public for planning purposes and relief operations

  • The objective of this paper is to investigate the effect of the selection of likelihood measures and cut-off thresholds for behavioral and non-behavioral models in the Generalized likelihood uncertainty estimation (GLUE) methodology

  • The scatter plots related to the F likelihood measure, which considers both the water surface elevation and flood extent, are more concentrated in the top for all model variables (Figure 3a)

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Summary

Introduction

Flood inundation mapping plays a major role in conveying flood risk information to decision makers and the general public for planning purposes and relief operations. There are many techniques available for uncertainty analysis, such as a Bayesian forecasting system [1], generalized likelihood uncertainty estimate (GLUE) [2], parameter estimation (PEST) [3], a methodology based on the fuzzy extension principle [4], the Gaussian approach [5], the simultaneous optimization and data assimilation (SODA) method [6] and sequential data assimilation [7] Among these techniques, the GLUE method has found widespread implementation in various studies related to uncertainty analysis in environmental and hydrologic modeling, including flood mapping (e.g., [8,9,10,11,12])

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