This work presents a new approach to defining drought by establishing an empirical relationship
between historical droughts (and wet spells) documented in impact reports, and a broad range of observed
climate features using Random Forest (RF) models. The new drought indicator quantifies the conditional
probability of drought, considering multiple drought-related climate features and their interactive effects,
and can be used for forecasting with up to 3-month lead time. The approach was tested out-of-sample across
several random selections of training and testing datasets, and demonstrated better predictive capabilities than
commonly used drought indicators (e.g., Standardised Precipitation Index and Evaporative Demand Drought
Index) in a range of performance metrics. Furthermore, it showed comparable performance to the (expert
elicitation-based) US Drought Monitor (USDM), the current state-of-the-art record of historical drought in
the USA. As well as providing an alternative historical drought indicator to USDM, the RF approach offers
additional advantages by being automated, by providing drought information at the grid-scale, and by having
forecasting capacity. While traditional drought metrics define drought as extreme anomalies in drought-related
variables, the approach presented here reveals the full suite of circumstances that lead to impactful droughts.
We highlight several combinations of climate features—such as precipitation, potential evapotranspiration,
soil moisture and change in water storage—that led to drought events not detected by commonly used drought
metrics. The new RF drought indicator combines meteorological, hydrological, agricultural, and socioeconomic
drought, providing drought information for all impacted sectors. As a proof-of-concept, the RF drought
indicator was trained on Texan climate data and droughts.
Key Figure
Figure 5. Correlation between RF drought probabilities and (a) SPI, and (d) EDDI. Difference in RF drought onset and each of (b) SPI with a drought threshold of
−0.8 (i.e., onsetRF – onsetSPI-0.8), (c) SPI with a drought threshold of 0 (i.e., onsetRF – onsetSPI0) and (e) EDDI (i.e., onsetRF – onsetEDDI). Correlations and onsets are
computed for the period spanning January 2010-April 2012.
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Last updated 23 April 2023