2016
DOI: 10.1080/2150704x.2016.1143985
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Assimilation of satellite chlorophyll measurements into a coupled biophysical model of the Indian Ocean with a guided particle filter

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Cited by 8 publications
(8 citation statements)
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“…The weights, in principle, should be proportional to likelihoods or conditional probabilities. This, of course, is unknown and has to be approximated (Ratheesh et al, ). In this study, the likelihood is approximated using multiple criteria.…”
Section: Methodsmentioning
confidence: 99%
“…The weights, in principle, should be proportional to likelihoods or conditional probabilities. This, of course, is unknown and has to be approximated (Ratheesh et al, ). In this study, the likelihood is approximated using multiple criteria.…”
Section: Methodsmentioning
confidence: 99%
“…In ocean biogeochemical modelling, the assimilation of satellite ocean-colour observations has been successfully applied in research and operational applications at both global and regional scales (Fennel et al, 2019;Groom et al, 2019). Chlorophyll concentration is the most commonly assimilated variable since the first applications of ocean biogeochemical DA (Ciavatta et al, 2016;Dorofeyev and Sukhikh, 2018;Ford and Barciela, 2017;Ford, 2020;Gehlen et al, 2015;Mattern et al, 2017;Pradhan et al, 2019;Ratheesh et al, 2016;Santana-Falcón et al, 2020;Song et al, 2016;Teruzzi et al, 2018;Tsiaras et al, 2017). However, assimilation of the ocean-colour diffuse attenuation coefficient, phytoplankton functional types, particulate organic carbon, and inherent optical properties has been suggested as promising alternative to chlorophyll assimilation (Ciavatta et al, 2019(Ciavatta et al, , 2018(Ciavatta et al, , 2014Dutkiewicz et al, 2019;Jones et al, 2016;Pradhan et al, 2020;Shulman et al, 2013;Skákala et al, 2018;Xiao and Friedrichs, 2014).…”
Section: Introductionmentioning
confidence: 99%
“…Most of the previous studies based on variational method and ensemble Kalman filter (EnKF) assume/convert non-Gaussian distribution of rainfall to Gaussian error statistics which lead to suboptimal analysis (e.g., Posselt et al, 2014;Posselt & Bishop, 2012;Van Leeuwen, 2009, 2010. One well-known advantage of the particle filter over EnKF is that the particle filter can works for non-Gaussian distribution (Kumar & Shukla, 2019;Mattern et al, 2013;Ratheesh et al, 2016).…”
Section: Introductionmentioning
confidence: 99%