2013
DOI: 10.1002/2013ja019321
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SuperDARN assimilative mapping

Abstract: [1] An assimilative mapping procedure is developed to optimally combine information from Super Dual Auroral Radar Network (SuperDARN) plasma drift observations and a background statistical convection model to derive global distributions of electrostatic potential. This procedure takes into account statistical properties of the background model errors, obtained through the empirical orthogonal function analysis technique described in a companion paper. The assimilative mapping procedure is evaluated quantitativ… Show more

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Cited by 43 publications
(68 citation statements)
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“…EOFs of the Hall and Pedersen conductances, herein represented using the polar cap spherical harmonics basis, are obtained by a sequential nonlinear regression analysis of observations along DMSP satellite trajectories and ordered by their variance. These EOFs and their amplitudes can be used to describe the spatial and temporal coherence of the Pedersen and Hall conductances in a manner similar to that reported by Matsuo et al [, ] and Cousins et al [, ] for electric field variability and Cousins et al [, ] for field‐aligned current variability. Our results allow for improved modeling of the background error covariance needed for ionospheric assimilative procedures [ Richmond and Kamide , ; Matsuo et al , ].…”
Section: Introductionmentioning
confidence: 77%
“…EOFs of the Hall and Pedersen conductances, herein represented using the polar cap spherical harmonics basis, are obtained by a sequential nonlinear regression analysis of observations along DMSP satellite trajectories and ordered by their variance. These EOFs and their amplitudes can be used to describe the spatial and temporal coherence of the Pedersen and Hall conductances in a manner similar to that reported by Matsuo et al [, ] and Cousins et al [, ] for electric field variability and Cousins et al [, ] for field‐aligned current variability. Our results allow for improved modeling of the background error covariance needed for ionospheric assimilative procedures [ Richmond and Kamide , ; Matsuo et al , ].…”
Section: Introductionmentioning
confidence: 77%
“…The time‐dependent coefficients bold-italicαtrue¯j corresponding to the averaged EOFs at time j are set to minimize the cost function that accounts for deviation from both the observations and the background model, as discussed in Cousins et al (). The best fit bold-italicαtrue¯j can be calculated as bold-italicαtrue¯j=boldK)(δtrueB)(,,tjϕiλiδnormalBtrue→italicmean)(,ϕiλi boldK=)(boldHtrueG¯normalTboldR1HboldGtrue¯+boldCnormala11HboldGtrue¯TR1 …”
Section: Methodsmentioning
confidence: 99%
“…As with SuperDARN observations, the AMPERE observational errors are assumed to be independent in order to keep the error covariance matrix diagonal and keep the analysis tractable. Also, following Cousins et al [], the observational error variances are scaled by a constant factor at each time step depending on the number of observations available, with the scaling factor given by L4, where L is the number of observations. This factor is ∼4 and ∼8 for standard and high‐rate data, respectively, and accounts for components of observational error not captured by the variability‐based estimate (e.g., measurement errors) and helps prevent overweighting of the high‐rate AMPERE data, which have a small spatial resolution compared with that of the analysis described in this study and are not likely independent as assumed previously.…”
Section: Assimilation Proceduresmentioning
confidence: 99%