2010
DOI: 10.1175/2009mwr3017.1
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Vertical Covariance Localization for Satellite Radiances in Ensemble Kalman Filters

Abstract: A widely used observation space covariance localization method is shown to adversely affect satellite radiance assimilation in ensemble Kalman filters (EnKFs) when compared to model space covariance localization. The two principal problems are that distance and location are not well defined for integrated measurements, and that neighboring satellite channels typically have broad, overlapping weighting functions, which produce true, nonzero correlations that localization in radiance space can incorrectly elimin… Show more

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Cited by 94 publications
(85 citation statements)
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“…For non-local observations such as satellite radiances, Campbell et al (2010) show that model space localization is superior to the observation-space localization schemes typically used with the ensemble Kalman filter, such as that of Houtekamer and Mitchell (2001).…”
Section: Hybrid Covariancesmentioning
confidence: 98%
“…For non-local observations such as satellite radiances, Campbell et al (2010) show that model space localization is superior to the observation-space localization schemes typically used with the ensemble Kalman filter, such as that of Houtekamer and Mitchell (2001).…”
Section: Hybrid Covariancesmentioning
confidence: 98%
“…Campbell et al (2010) noted that localization performed in observation space does not work correctly for vertically integrated observations. Other methods to perform localization in the LETKF have been proposed (Bishop and Hodyss, 2009) and these methods may not suffer from these deficiencies.…”
Section: Observation Localizationmentioning
confidence: 99%
“…A variational framework used by the hybrid scheme also makes it easier to include additional equation constraints in the cost function (e.g., Ge et al 2012;Kleist et al 2009b). Furthermore, for observations whose forward operators are nonlocal, such as those of satellite radiance data, the state-space-based covariance localization used in the hybrid formulation is potentially advantageous (Campbell et al 2010). As suggested by Lorenc (2003) and Buehner et al (2010a, b), both (traditional) 3DVar and 4DVar can be formulated to use the ensemble covariance with the extended control variable method, and we call such ensemble-variational formulations En3DVar and En4DVar, 2 respectively, or EnVar in general.…”
Section: Introductionmentioning
confidence: 99%