The term ‘asynchronous data assimilation’ (ADA) refers to modifications of sequential data assimilation methods that take into consideration the observation time. In Sakov et al. [Tellus A, 62, 24–29 (2010)], a simple rule has been formulated for the ADA with the ensemble Kalman filter (EnKF). To assimilate scattered in time observations, one needs to calculate ensemble forecast observations using the forecast ensemble at observation time. Using then these ensemble observations in the EnKF update matches the optimal analysis in the linear perfect model case. In this note, we generalise this rule for the case of additive model error
The Ensemble Kalman Filter (EnKF) and 4D‐Var Data Assimilation (DA) approaches require that a fixed ...
In this paper, we consider the data assimilation problem for perfect differential equation models wi...
Data assimilation considers the problem of using a variety of data to calibrate model-based estimate...
The ensemble Kalman filter (EnKF) is a 4-dimensional data-assimilation method that uses a Monte-Carl...
To implement Bayes’ Theorem for data assimilation, an ensemble Kalman filter (EnKF) uses a set of mo...
The ensemble Kalman lter (EnKF) is a 4D data assimilation method that uses a Monte-Carlo ensemble of...
Operational forecasting with simulation models involves the melding of observations and model dynami...
This dissertation deals with aspects of sequential data assimilation (in particular ensemble Kalman ...
Abstract The ensemble Kalman filter (EnKF) has been widely used in atmosphere, ocean, and land appli...
A 4-dimensional ensemble Kalman filter method (4DEnKF), which adapts ensemble Kalman filtering to th...
a. Ensemble of perturbed assimilations versus deterministic square-root filters The principles of en...
The ensemble Kalman filter (EnKF) has been proposed for operational atmospheric data assimilation. S...
We describe a simple adaptive quality control procedure that limits the impact of individual observa...
This study considers a new hybrid three-dimensional variational (3D-Var) and ensemble Kalman filter ...
Using Lorenz96 model with 40 variables, classical methods of advanced data assimilation are explaine...
The Ensemble Kalman Filter (EnKF) and 4D‐Var Data Assimilation (DA) approaches require that a fixed ...
In this paper, we consider the data assimilation problem for perfect differential equation models wi...
Data assimilation considers the problem of using a variety of data to calibrate model-based estimate...
The ensemble Kalman filter (EnKF) is a 4-dimensional data-assimilation method that uses a Monte-Carl...
To implement Bayes’ Theorem for data assimilation, an ensemble Kalman filter (EnKF) uses a set of mo...
The ensemble Kalman lter (EnKF) is a 4D data assimilation method that uses a Monte-Carlo ensemble of...
Operational forecasting with simulation models involves the melding of observations and model dynami...
This dissertation deals with aspects of sequential data assimilation (in particular ensemble Kalman ...
Abstract The ensemble Kalman filter (EnKF) has been widely used in atmosphere, ocean, and land appli...
A 4-dimensional ensemble Kalman filter method (4DEnKF), which adapts ensemble Kalman filtering to th...
a. Ensemble of perturbed assimilations versus deterministic square-root filters The principles of en...
The ensemble Kalman filter (EnKF) has been proposed for operational atmospheric data assimilation. S...
We describe a simple adaptive quality control procedure that limits the impact of individual observa...
This study considers a new hybrid three-dimensional variational (3D-Var) and ensemble Kalman filter ...
Using Lorenz96 model with 40 variables, classical methods of advanced data assimilation are explaine...
The Ensemble Kalman Filter (EnKF) and 4D‐Var Data Assimilation (DA) approaches require that a fixed ...
In this paper, we consider the data assimilation problem for perfect differential equation models wi...
Data assimilation considers the problem of using a variety of data to calibrate model-based estimate...