Abstract

Empirical statistical downscaling (ESD) methods seek to refine global climate model (GCM) outputs via processes that glean information from a combination of observations and GCM simulations. They aim to create value-added climate projections by reducing biases and adding finer spatial detail. Analysis techniques, such as cross-validation, allow assessments of how well ESD methods meet these goals during observational periods. However, the extent to which an ESD method’s skill might differ when applied to future climate projections cannot be assessed readily in the same manner. Here we present a “perfect model” experimental design that quantifies aspects of ESD method performance for both historical and late 21st century time periods. The experimental design tests a key stationarity assumption inherent to ESD methods – namely, that ESD performance when applied to future projections is similar to that during the observational training period. Case study results employing a single ESD method (an Asynchronous Regional Regression Model variant) and climate variable (daily maximum temperature) demonstrate that violations of the stationarity assumption can vary geographically, seasonally, and with the amount of projected climate change. For the ESD method tested, the greatest challenges in downscaling daily maximum temperature projections are revealed to occur along coasts, in summer, and under conditions of greater projected warming. We conclude with a discussion of the potential use and expansion of the perfect model experimental design, both to inform the development of improved ESD methods and to provide guidance on the use of ESD products in climate impacts analyses and decision-support applications.

Highlights

  • Global climate models (GCMs) play an important role in advancing the scientific understanding of large-scale climate variations and trends, including those observed over the past century

  • One critical assumption implicit to all empirical statistical downscaling (ESD) methods is that of statistical stationarity, which presumes the statistical relationships between GCM output and observed climate data utilized by ESD techniques to produce downscaled projections remain constant over time (Wilby and Wigley 1997;)

  • Results presented here are drawn from the four sets of perfect model (PM) experiments described in section 2.3, in which a version of the ARRM method is used to downscale daily maximum temperatures

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Summary

Introduction

Global climate models (GCMs) play an important role in advancing the scientific understanding of large-scale climate variations and trends, including those observed over the past century. Among the commonly cited shortcomings associated with GCM data products are the lack of fine-scale spatial resolution and biases in the GCM-simulated 20th century climate relative to observations (Benestad et al 2008) To partly address these shortcomings, empirical statistical downscaling (ESD) techniques may be applied to refine GCM-generated climate projections (Wilby and Wigley 1997). One critical assumption implicit to all ESD methods is that of statistical stationarity, which presumes the statistical relationships between GCM output and observed climate data utilized by ESD techniques to produce downscaled projections remain constant over time (Wilby and Wigley 1997;) Though this assumption is sometimes acknowledged, studies attempting to test its validity have been limited (Frías et al 2006; Vrac et al 2007; Hertig and Jacobeit 2008; Maraun 2012; Gutierrez et al 2013; Hawkins et al 2013; Hertig and Jacobeit 2013; Gaitan and Cannon 2013; Teutschbein and Seibert 2013; Gaitan et al 2014).

A ‘perfect model’ experimental design
Outline of a typical ESD application
Perfect model data sets and methods
Perfect model experiments using the ARRM downscaling method
Results
The magnitude of the perfect model downscaling challenge
Examining stationarity using MAE ratios
Discussion and future work

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