A clearer view of rainfall patterns

A statistical model developed by KAUST researchers enables the generation of realistic rainfall patterns that can help inform agricultural and land-use management.
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A thorough understanding of rainfall patterns is vital for the hydrological and agricultural models that are used to project flooding, stream flow and crop growth around the world. A study at KAUST has generated an accurate method for modeling precipitation events based on data from rain gauges in the United States.

Rainfall data are collected on different space-time scales depending on the instruments used. For example, satellites gather information on precipitation down to a resolution of around one square kilometer over days, while an individual rain gauge collects data from around one square meter as often as once every minute. The intermittent and random nature of rainfall events means that modeling a precipitation field is challenging, and the best models for simulating where and when rain might fall require a probabilistic element.

Ying Sun from the University's Computer, Electrical and Mathematical Science and Engineering Division and Michael Stein at the University of Chicago (U.S.) have developed a novel precipitation occurrence model that generates realistic patterns of rainfall events at multiple locations every 15 minutes.

The researchers used high-quality data gathered at rain gauges in Virginia, Maryland and North Carolina to develop their "stochastic" model. Stochastic modeling allows for random fluctuations in multiple simulations and provides a collection of possible outcomes that can help scientists understand rainfall variability across space and time.

“Our model, ­a truncated non-Gaussian distribution, allows for areas to have zero rainfall and gives us a higher chance of simulating extreme values than in previous models,” said Sun. Sun’s model also uses a "random field" that connects all the sites and describes the spatial and temporal patterns, such as the tendency for one site to experience rainfall a few hours after another. “For example, if five sites out of 10 have rain, the random field model decides which five sites have rain and how long it rains for at each site,” she said.

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