Abstract

Abstract. Hydrology and remote-sensing communities have made use of dense rain-gauge networks for studying rainfall uncertainty and variability. However, in most regions, these dense networks are only available at small spatial scales (e.g., within remote-sensing subpixel areas) and over short periods of time. Just a few studies have applied a similar approach, i.e., employing dense gauge networks to catchment-scale areas, which limits the verification of their results in other regions. Using 10-year rainfall measurements from a network of 150 rain gauges, WegenerNet (WEGN), we assess the spatial uncertainty in observed heavy rainfall events. The WEGN network is located in southeastern Austria over an area of 20 km × 15 km with moderate orography. First, the spatial variability in rainfall in the region was characterized using a correlogram at daily and sub-daily scales. Differences in the spatial structure of rainfall events between warm and cold seasons are apparent, and we selected heavy rainfall events, the upper 10 % of wettest days during the warm season, for further analyses because of their high potential for causing hazards. Secondly, we investigated the uncertainty in estimating mean areal rainfall arising from a limited gauge density. The average number of gauges required to obtain areal rainfall with errors less than a certain threshold (≤20 % normalized root-mean-square error – RMSE – is considered here) tends to increase, roughly following a power law as the timescale decreases, while the errors can be significantly reduced by establishing regularly distributed gauges. Lastly, the impact of spatial aggregation on extreme rainfall was examined, using gridded rainfall data with various horizontal grid spacings. The spatial-scale dependence was clearly observed at high intensity thresholds and high temporal resolutions; e.g., the 5 min extreme intensity increases by 44 % for the 99.9th and by 25 % for the 99th percentile, with increasing horizontal resolution from 0.1 to 0.01∘. Quantitative uncertainty information from this study can guide both data users and producers to estimate uncertainty in their own observational datasets, consequently leading to the sensible use of the data in relevant applications. Our findings could be transferred to midlatitude regions with moderate topography, but only to a limited extent, given that regional factors that can affect rainfall type and process are not explicitly considered in the study.

Highlights

  • Rainfall data are one of the most important inputs for hydrological as well as climatological studies and applications

  • Foelsche: Spatial uncertainty of heavy rainfall gauge observations are spatially aggregated or interpolated to estimate the areal distribution of rainfall, and the accuracy of areal rainfall data is highly dependent on spatiotemporal variability in rainfall events and density of observation points (Girons Lopez et al, 2015; Hofstra et al, 2010; Villarini et al, 2008; Wood et al, 2000)

  • We focus on the uncertainty of area- or grid-averaged rainfall relating to spatial data resolution for the heavy rainfall events

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Summary

Introduction

Rainfall data are one of the most important inputs for hydrological as well as climatological studies and applications. A similar approach employing dense gauge networks can be adopted to diagnose the spatial variability in and uncertainty of rainfall at catchment scales (e.g., 100–500 km2) Such scales are of great interest for the evaluation of remotely sensed data and for hydrological applications like runoff modeling or gauge network design. The error in catchment-scale areal mean rainfall has been directly quantified by employing high-resolution gauge data (e.g., Villarini et al, 2008; Wood et al, 2000; Ly et al, 2011) We followed the latter approach using the WEGN rainfall data.

WEGN rainfall data and regional rainfall climatology
Spatial variability in rainfall
Accuracy of areal rainfall estimation during heavy rainfall events
Impact of spatial aggregation on extreme rainfall
Findings
Summary and conclusions
Full Text
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