A hybrid statistical downscaling prediction model with timescale decomposition for summer precipitation over Hainan Island, China

Author:

Zhao Junhu12ORCID,Wu Hui2,Xiong Kaiguo3,Qiao Shaobo4ORCID,Yang Jie5,Feng Guolin6ORCID,Li Yingfa7,Xing Caiying2,Zhu Jingjing2

Affiliation:

1. China Meteorological Administration Key Laboratory for Climate Prediction Studies National Climate Center Beijing China

2. Key Laboratory of South China Sea Meteorological Disaster Prevention and Mitigation of Hainan Province Haikou China

3. Wuhan Regional Climate Center Wuhan China

4. School of Atmospheric Science Sun Yat‐sen University Zhuhai China

5. Jiangsu Climate Center Nanjing China

6. School of Physical Science and Technology Yangzhou University Yangzhou China

7. Honghe Meteorological Administration of Yunnan Province Mengzi China

Abstract

AbstractBy observing well‐known sea surface temperature (SST) indices and outputs from Climate Forecast System version 2 (CFSv2) hindcasts and predictions, in this study, we developed a hybrid statistical downscaling prediction model (HSDPM) based on a timescale decomposition approach, which effectively improved the forecasting ability of summer (June–August) precipitation over Hainan Island (HNSP) in China; this precipitation presented multiple obvious timescale variabilities. We found that the interannual variability of the HNSP is closely related to the observed North Atlantic tripole SST anomalies in the preceding winter and the summer sea level pressure over the South China Sea by CFSv2 predicted in March. On the other hand, the interdecadal variability in the HNSP is linked to the prewinter Pacific Interdecadal Oscillation (PDO) according to the observations, the CFSv2 predictions of the summer surface air temperature over the tropical central‐east Pacific. On this basis, both the interannual and interdecadal components of the HNSP are effectively predicted using the corresponding predictors via multiple regression; thus, the HSDPM is ultimately established by combining the above two components. Compared with the original CFSv2 model, the HSDPM model achieves a considerable improvement in performance in predicting the HNSP. Specifically, the temporal correlation coefficient, ratio of root‐mean‐square error and anomaly sign consistency rate between the observed and HSDPM‐predicted HNSPs are 0.70, 17.4% and 80.5%, respectively, which are significantly greater than the above three forecasting index values of 0.23, 38.3% and 48.8%, respectively, obtained from the original CFSv2 predictions. The application of the HSDPM may be beneficial for drought and flood prevention and mitigation in Hainan Island.

Funder

National Natural Science Foundation of China

Natural Science Foundation of Hubei Province

Publisher

Wiley

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