Ensemble data assimilation with the CNMCA regional forecasting system

被引:28
作者
Bonavita, Massimo
Torrisi, Lucio
Marcucci, Francesca
机构
[1] CNMCA, National Meteorological Service, Italian Air Force
关键词
model error parametrization; linear Gaussian errors; ADAPTIVE COVARIANCE INFLATION; ATMOSPHERIC DATA ASSIMILATION; TRANSFORM KALMAN FILTER; SQUARE-ROOT FILTERS; REAL OBSERVATIONS; MODEL ERROR; IMPLEMENTATION; STATISTICS; ALGORITHM; IMPACT;
D O I
10.1002/qj.553
中图分类号
P4 [大气科学(气象学)];
学科分类号
0706 ; 070601 ;
摘要
The Ensemble Kalman Filter (EnKF) is likely to become a viable alternative to variational methods for the next generation of meteorological and oceanographic data assimilation systems. In this work we present results from real-data assimilation experiments using the CNMCA regional numerical weather prediction (NWP) forecasting system and compare them to the currently operational variational-based analysis. The set of observations used is the same as the one ingested in the operational data stream, with the exception of satellite radiances and scatterometer winds. Results show that the EnKF-based assimilation cycle is capable of producing analyses and forecasts of consistently superior skill in the root mean square error metric than CNMCA operational 3D-Var. One of the most important issues in EnKF implementations lies in the filter tendency to become underdispersive for practical ensemble sizes. To combat this problem a number of different parametrizations of the model error unaccounted for in the assimilation cycle have been proposed. In the CNMCA system a combination of adaptive multiplicative and additive background covariance inflations has been found to give adequate results and to be capable of avoiding filter divergence in extended assimilation trials. The additive component of the covariance inflation has been implemented through the use of scaled forecast differences. Following suggestions that ensemble square-root filters can violate the gaussianity assumption when used with nonlinear prognostic models, the statistical distribution of the forecast and analysis ensembles has been studied. No sign of the ensemble collapsing onto one or a few model states has been found, and the forecast and analysis ensembles appear to stay remarkably close to the assumed probability distribution functions. Copyright (C) 2010 Royal Meteorological Society
引用
收藏
页码:132 / 145
页数:14
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