2016
DOI: 10.1016/j.ocemod.2016.04.001
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Data assimilation in a coupled physical–biogeochemical model of the California Current System using an incremental lognormal 4-dimensional variational approach: Part 1—Model formulation and biological data assimilation twin experiments

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Cited by 22 publications
(12 citation statements)
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“…Data assimilative methods to produce reliable, data-constrained biological variables from ocean models are less mature than their physical counterparts, but in active development. Gregg [84] and Edwards et al [20] provide reviews of oceanographic biological assimilation efforts and Song et al [85][86][87] apply the present 4D-Variational assimilative methodology to biological variables in the California Current System. Experimental efforts to produce near real-time chlorophyll estimates are underway also.…”
Section: Discussionmentioning
confidence: 99%
“…Data assimilative methods to produce reliable, data-constrained biological variables from ocean models are less mature than their physical counterparts, but in active development. Gregg [84] and Edwards et al [20] provide reviews of oceanographic biological assimilation efforts and Song et al [85][86][87] apply the present 4D-Variational assimilative methodology to biological variables in the California Current System. Experimental efforts to produce near real-time chlorophyll estimates are underway also.…”
Section: Discussionmentioning
confidence: 99%
“…Positive residuals are weighted higher than negative ones, even when relative errors are equal. There could be some improvement to the posterior emissions by implementing the incremental log-normal methods of Fletcher and Jones (2014) or Song et al (2016). If the purpose of the inventory is to provide air quality warnings to the major California cities, then FINNv1.0, FINNv1.5, and QFEDv2.4r8 all have some builtin high bias that will err on the side of caution.…”
Section: Discussionmentioning
confidence: 99%
“…(10). Two alternatives to our approach that include log-normal observations are proposed by Fletcher and Jones (2014), who introduced a geometric incremental formulation with a nonquadratic cost function, and Song et al (2016), who devised a quadratic approximation to the additive incremental lognormal cost function.…”
Section: Log-normal Control Variablesmentioning
confidence: 99%
“…Typical Gaussian observation errors of N(0, 2 cm) for SSH, N(0, 0.3 • C) for temperature (both SST and temperature profiles), and N (0, 0.01) for salinity are added to the sampled data. SSH and SST are sampled weekly at every fifth horizontal grid point to yield a spatial resolution of ∼ 1/4 • as such an assimilation time window or spatial resolution has been adopted in previous realistic DA applications (e.g., weekly gridded product of SSH used in Moore et al, 2011, andSong et al, 2016b; weekly gridded product of SST in Hoteit et al, 2013). SSH in regions shallower than 300 m is not used for assimilation because dynamics in shelf areas where wind and buoyancy forcing dominate could substantially deviate from the geostrophic state, weakening the correlation between SSH and subsurface temperature and salinity fields.…”
Section: Nonidentical Twin Experimentsmentioning
confidence: 99%
“…The identical twin approach has been more commonly used in oceanic DA applications (e.g., Counillon and Bertino, 2009b;Simon and Bertino, 2009;Srinivasan et al, 2011;Song et al, 2016a;Yu et al, 2018a) although it is well known from atmospheric OSSEs that this approach provides biased impact assessments when the error growth rate between the truth and forecast runs is insufficient (e.g., Arnold and Dey, 1986;Atlas, 1997;Hoffman and Atlas, 2016). This fact is not yet sufficiently recognized in applications of ocean OSSEs and skill assessments of oceanic DA systems (Halliwell et al, 2014).…”
Section: Introductionmentioning
confidence: 99%