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首页> 外文期刊>Journal of marine systems: journal of the European Association of Marine Sciences and Techniques >Assimilation of ocean colour data into a biochemical model of the North Atlantic - Part 2. Statistical analysis
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Assimilation of ocean colour data into a biochemical model of the North Atlantic - Part 2. Statistical analysis

机译:将海洋颜色数据吸收到北大西洋的生化模型中-第2部分。统计分析

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摘要

In a companion paper [J. Mar. Syst. 40/41 (2003)], hereafter referred to as Part 1, we investigated an advanced data assimilation technique, the ensemble Kalman filter, for sequentially updating the biochemical state of a three-dimensional coupled physical-biochemical model of the North Atlantic. Within the methodology, an ensemble of model states is integrated forward to a measurement time, where an estimate based on information from both the model and the observations is calculated. The ensemble of states can provide estimates of any statistical moment, although moments of order three and higher are discarded in the analysis. In the Part 1 paper, we presented a simple demonstration experiment for the months April and May 1998, with some additional sensitivity tests at the first measurement time. The simulation included the early part of the spring bloom, which is characterized by strong nonlinear biochemical activity. It was concluded that the ensemble Kalman filter was able to provide an updated state consistent with the observations, and it was seen that the ensemble variance of the different biochemical components decreased during the analysis. In this paper, we make some important remarks about linear versus nonlinear systems, emphasizing the fact that a data assimilation problem may become extremely complicated for strongly nonlinear problems. Statistical moments of any order may develop from Gaussian initial conditions during nonlinear evolution, and important information may be discarded by calculating an estimate based on only the Gaussian part of the full probability distribution. We demonstrate that a Monte Carlo approach can provide information about the system under consideration.. For example, an ensemble of states, which is a representative of the true probability density function, can be visualized in one, two or three dimensions. Also, one can find estimates for the degree of nonnormality of the ensemble, which may act as indicators of the validity of performing a data assimilation based on the Gaussian part of the full probability distribution. (C) 2003 Elsevier Science B.V All rights reserved. [References: 10]
机译:在同伴论文中[J. Mar. Syst。 40/41(2003)](以下称为第1部分)中,我们研究了一种先进的数据同化技术,即集成卡尔曼滤波器,用于依次更新北大西洋三维耦合物理生化模型的生化状态。在该方法中,将模型状态的整体集成到测量时间,然后在该时间计算基于来自模型和观测值的信息的估计值。状态的集合可以提供任何统计矩的估计值,尽管在分析中会丢弃三阶或更高阶的矩。在第1部分中,我们介绍了1998年4月和5月这两个月的简单演示实验,并在首次测量时进行了一些附加的灵敏度测试。模拟包括春季绽放的早期,其特征是强烈的非线性生化活性。结论是,集合卡尔曼滤波器能够提供与观察结果一致的更新状态,并且可以看出,在分析过程中,不同生化成分的集合方差减小了。在本文中,我们对线性系统与非线性系统作了一些重要的评论,强调了一个事实,即对于强非线性问题,数据同化问题可能变得极为复杂。在非线性演化过程中,高斯初始条件可能会产生任何阶次的统计矩,并且可能仅通过基于全部概率分布的高斯部分计算估计值来丢弃重要信息。我们证明了蒙特卡洛方法可以提供有关正在考虑的系统的信息。例如,可以表示真实状态密度函数的状态的整体,可以在一维,二维或三个维中可视化。同样,人们可以找到整体非正常程度的估计值,该估计值可以作为基于完全概率分布的高斯部分执行数据同化的有效性的指标。 (C)2003 Elsevier Science B.V保留所有权利。 [参考:10]

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