The Department of Environment and Science (DES) monitors sea-surface temperature (SST) anomalies in key regions of the Pacific Ocean over autumn, winter and spring, and provides objective outlooks for summer (November to March) rainfall on this basis. The Science and Technology Division of DES considers that the probability of exceeding median summer (November to March) rainfall is currently higher than normal for much of Queensland.
The most closely monitored driver of Queensland rainfall is the El Niño-Southern Oscillation (ENSO) phenomenon. At this time of year the relationship between ENSO and rainfall is quite weak, but strengthens through winter and spring. Climate scientists monitor several ENSO indices, including the atmospheric Southern Oscillation Index (SOI) and SST anomalies in the central equatorial Pacific Ocean. Currently, SST anomalies in the central Pacific are warmer than normal (+0.7°C for May), and the SOI is negative (average -5.4 for March to May). Consequently, the Bureau of Meteorology have an ‘El Niño Watch’ in place for the coming winter and spring.
DES also monitors SST anomalies in the extra-tropical Pacific Ocean, which, at this time of year, are correlated with Queensland rainfall in the following summer. SST anomalies in the South West Pacific are currently much warmer than normal, and such anomalies tend to be very persistent. All else being equal, warm SST anomalies in the South West Pacific tend to favour above average rainfall in Queensland over the following summer.
As noted, DES considers that the probability of exceeding median summer rainfall is currently higher than normal for much of Queensland (see map in PDF). This outlook is based on an objective analysis of the SST pattern across the Pacific Ocean as a whole. DES will update the outlook for summer rainfall each month from July to November, factoring in any change to the Pacific Ocean SST pattern over this period.
Readers should note that seasonal outlooks are stated in terms of probabilities. For example, an outlook may be stated as ‘a 60 per cent probability of above median rainfall’. Such a statement should be interpreted as also meaning a 40 per cent probability of below median rainfall. In cases where outcomes with a high probability may be more likely, this does not mean that less probable events will not occur in any given year.
For more information please contact Stuart Burgess at: email@example.com.