Study of sensitivity of the algorithm for assimilating small amount of data in the ocean dynamics model

IF 0.7 Q4 OCEANOGRAPHY
M. Kaurkin, R. Ibrayev
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引用次数: 0

Abstract

Introduction. The analysis of the original parallel realization of the ensemble optimal interpolation (EnOI) method for data assimilation in the ocean dynamics model developed in the Institute of Numerical Mathematics and the Institute of Oceanology (INMIO model) with a resolution 0.1° for the North Atlantic region is given in the present paper. Data and methods. Based on the known (“true”) model state of the ocean, the temperature profiles (about 70 per day, up to 1500 m depth) were chosen and used as synthetic observational data. After the initial condition was perturbed, the numerical experiments were carried out to estimate speed and accuracy of approaching the entire model solution to the “true” state of the ocean as the temperature profiles were assimilated. Results. Both qualitative analysis of the results and the graphs of the root-mean-square and mean errors of the model solution are given. To study the method sensitivity to the amount of the observational data, the experiments with carried out. They showed that assimilation even of the isolated data could significantly increase the model forecast quality. Discussion and conclusion. The experiments prove that application of the ensemble optimal interpolation method, even in case very few data, are assimilated in the model, can significantly improve quality both of the model forecast and the entire model solution for those regions where the observational data are very scarce or absent at all. Thus, due to assimilation of the data covering only 3–4 days, the root-mean-square error for the sea surface temperature model field decreases by 1.5oC, and the average deviation becomes equal almost to zero over the entire computational domain.
海洋动力学模型中同化少量数据算法的灵敏度研究
介绍。本文对数值数学研究所和海洋研究所开发的分辨率为0.1°的北大西洋海域海洋动力学模型(INMIO模型)中集成最优插值(EnOI)数据同化方法的原始并行实现进行了分析。数据和方法。根据已知的(“真实的”)海洋模式状态,选择温度分布(每天约70次,深度达1500米)并将其用作合成观测数据。在初始条件被扰动后,进行了数值实验,以估计在温度分布被同化的情况下,整个模型解接近海洋“真实”状态的速度和精度。结果。对结果进行了定性分析,并给出了模型解的均方根误差图和平均误差图。为了研究该方法对观测数据量的敏感性,进行了实验研究。他们表明,即使对孤立的数据进行同化,也能显著提高模型的预报质量。讨论与结论。实验证明,对于观测资料非常稀少或根本没有观测资料的地区,即使在模型中同化的数据很少的情况下,应用集合最优插值方法也能显著提高模型预报质量和模型整体解的质量。因此,由于同化了仅覆盖3-4天的数据,海表温度模式场的均方根误差减小了1.5oC,平均偏差在整个计算域内几乎等于零。
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来源期刊
Physical Oceanography
Physical Oceanography OCEANOGRAPHY-
CiteScore
1.80
自引率
25.00%
发文量
8
审稿时长
24 weeks
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