1988
DOI: 10.1029/jc093ic02p01227
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Fitting dynamics to data

Abstract: A formalism is presented for fitting dynamic forecast models to asynoptic data. Because of the importance of wind stress forcing in oceanic models and of the inadequacies of wind stress observations, the formalism allows an oceanic model to be fit to both Oceanographic and meteorological data. Within the context of this formalism the important question of whether an asynoptic data set contains sufficient information to determine the model state completely and unambiguously is discussed. Because the information… Show more

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Cited by 263 publications
(143 citation statements)
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References 35 publications
(23 reference statements)
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“…Such an approach has the advantage that the prognostic components of the ice model, such as thickness and temperature evolution, are accounted for in the model adjoint, thus enabling assimilation of time-dependent data to produce a dynamically consistent state estimate with associated optimized parameters. In the field of ocean modeling, state estimation efforts based on the adjoint method were first introduced by Thacker and Long (1988) and Tziperman and Thacker (1989). Since then, estimation systems, in which the adjoint was derived by means of automated differentiation of full-fledged ocean general circulation models, have provided solutions that are consistent with observational data, suitable for model initializations and in-depth data analysis, as well as a framework for estimating the information content of new observations (Stammer et al, 2002;Wunsch et al, 2009;.…”
Section: Introductionmentioning
confidence: 99%
“…Such an approach has the advantage that the prognostic components of the ice model, such as thickness and temperature evolution, are accounted for in the model adjoint, thus enabling assimilation of time-dependent data to produce a dynamically consistent state estimate with associated optimized parameters. In the field of ocean modeling, state estimation efforts based on the adjoint method were first introduced by Thacker and Long (1988) and Tziperman and Thacker (1989). Since then, estimation systems, in which the adjoint was derived by means of automated differentiation of full-fledged ocean general circulation models, have provided solutions that are consistent with observational data, suitable for model initializations and in-depth data analysis, as well as a framework for estimating the information content of new observations (Stammer et al, 2002;Wunsch et al, 2009;.…”
Section: Introductionmentioning
confidence: 99%
“…This provides an ideal application for data assimilation in its guise of fitting models to data. 85 Another purpose of data assimilation is that of improving the predictive power of models. This is a familiar application in the context of meteorological forecasting.…”
Section: Assimilation Of Data Into Modelsmentioning
confidence: 99%
“…In general, the required number of iterations is not known a priori, but experience shows that in most problems the number of iterations is roughly proportional to the number of control variables [Thacker and Long, 1988]. So we did some trial runs, with convergence being monitored by following the decrease of cost function from iteration to iteration.…”
Section: Process Of Convergencementioning
confidence: 99%