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Options for Improving Climate Modeling to Assist Water Utility ...

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<strong>Water</strong> <strong>Utility</strong> <strong>Climate</strong> Alliance White Paper<br />

<strong>Options</strong> <strong>for</strong> <strong>Improving</strong> <strong>Climate</strong> <strong>Modeling</strong> <strong>to</strong> <strong>Assist</strong> <strong>Water</strong> <strong>Utility</strong> Planning <strong>for</strong> <strong>Climate</strong> Change<br />

3. His<strong>to</strong>ric climate simulation. The downscaling technique is provided data from a GCM<br />

his<strong>to</strong>ric climate simulation. The differences between this and the baseline climate<br />

simulation provide a measure of the errors introduced by the inherent inconsistency of<br />

climate conditions between downscaling techniques and GCMs, the skill of the GCM at<br />

representing large-scale climate conditions, and the possibility that slowly varying ocean<br />

conditions in the GCM and observations are out of phase.<br />

4. Future climate projection. The downscaling technique is provided data from a GCM<br />

future climate projection. The differences between this and the his<strong>to</strong>ric climate simulation<br />

is a measure of the climate change signal, i.e., how much change is projected due <strong>to</strong><br />

increased GHG concentrations. 8<br />

3.2.6 What types of climate model downscaling techniques have been developed, and<br />

what are their strengths and weaknesses?<br />

<strong>Climate</strong> model downscaling techniques involve three types of models: statistical downscaling<br />

models, RCMs (a <strong>for</strong>m of dynamical downscaling), and time-slice general circulation models<br />

(also a <strong>for</strong>m of dynamical downscaling).<br />

Statistical downscaling models<br />

Statistical downscaling models use empirical mathematical relationships between output from<br />

GCM simulations of his<strong>to</strong>ric climate and local climate observations (Figure 3.3). Alternatively,<br />

or additionally, these relationships can be developed from observations that have been<br />

aggregated <strong>to</strong> the spatial scales represented in the GCMs. For example, estimations of<br />

temperature at a particular location may be correlated with upper-level pressure patterns and<br />

wind fields. The GCM’s projections of these pressure and wind patterns would then be used <strong>to</strong><br />

derive the temperature projections at this location. The mathematical relationships are presumed<br />

unchanged when given data from the GCM future climate projections.<br />

Statistical downscaling techniques tie local climate conditions <strong>to</strong> the large-scale conditions, but<br />

provide no feedback from these local conditions <strong>to</strong> the large-scale conditions. There<strong>for</strong>e, these<br />

techniques are best applied in regions in which local processes have little influence on the largescale<br />

circulation. A region where climate change is dominated by changes in the frequency and<br />

location of large-scale weather systems would be a good candidate <strong>for</strong> statistical downscaling. A<br />

region where feedback between soil moisture and convective rainfall is important may not be a<br />

good candidate.<br />

8. The robustness <strong>to</strong> changing climate conditions can be compared <strong>to</strong> a climate change signal <strong>to</strong> determine<br />

regions where lack of robustness may overwhelm the climate change signal.<br />

Page 3-33

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