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Advanced interdisciplinary data assimilation, filtering and smoothing via error subspace statistical estimation

机译:先进的跨学科数据同化,过滤和平滑通过错误子空间统计估计

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The efficient interdisciplinary 4D data assimilation with nonlinear models via Error Subspace Statistical Estimation (ESSE) is reviewed and exemplified. ESSE is based on evolving an error subspace, of variable size, that spans and tracks the scales and processes where the dominant errors occur. A specific focus here is the use of ESSE in interdisciplinary' smoothing which allows the correction of past estimates based on future data, dynamics and model errors. ESSE is useful for a wide range of purposes which are illustrated by three investigations: (i) smoothing estimation of physical ocean fields in the Eastern Mediterranean, (ii) coupled physical-acoustical data assimilation in the Middle Atlantic Bight shelf break, and (iii) coupled physical-biological smoothing and dynamics in Massachusetts Bay.
机译:通过错误子空间统计估算(ESSE)的高效跨度4D数据同化通过错误子空间统计估计(ESSE)进行了审查和示例。 ESSE基于不断发展的误差子空间,可变大小,该误差子空间跨越并跟踪所发生主导错误的尺度和进程。这里的特定专注是在跨学科的“平滑”中使用ESSE,这允许基于未来的数据,动态和模型错误校正过去估计。 ESSE对于各种目的是有用的,这些目的是三次调查所示:(i)东部地中海的物理海洋场平滑估计,(ii)在中部大西洋倾斜架中耦合物理声学数据同化,(III )耦合Massachusetts Bay的物理生物平滑和动力学。

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