Stability Studies of a Coupled Model to Perturbation of Initial Data

K. Belyaev, G. Mikhaylov, A. Salnikov, N. Tuchkova
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Abstract

The stability problem is considered in terms of the classical Lyapunov definition. For this, a set of initial conditions is set, consisting of their preliminary calculations, and the spread of the trajectories obtained as a result of numerical simulation is analyzed. This procedure is implemented as a series of ensemble experiments with a joint MPI-ESM model of the Institute of Meteorology M. Planck (Germany). For numerical modeling, a series of different initial values of the characteristic fields was specified and the model was integrated, starting from each of these fields for different time periods. Изучались экстремальные характеристики уровня океана за период 30 лет. The statistical distribution was built, the parameters of this distribution were estimated, and the statistical forecast for 5 years in advance was studied. It is shown that the statistical forecast of the level corresponds to the calculated forecast obtained by the model. The localization of extreme level values was studied and an analysis of these results was carried out. Numerical calculations were performed on the Lomonosov-2 supercomputer of Lomonosov Moscow State University.
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初始数据扰动下耦合模型的稳定性研究
稳定性问题是根据经典李雅普诺夫定义来考虑的。为此,设置了一组初始条件,包括它们的初步计算,并分析了数值模拟结果得到的轨迹的扩展。这一过程是通过德国普朗克气象研究所联合MPI-ESM模型进行的一系列集合实验来实现的。在数值模拟中,指定一系列不同的特征场初始值,并对模型进行整合,从每个特征场出发,进行不同的时间段。Изучалисьэкстремальныехарактеристикиуровняокеаназапериод30лет。建立了统计分布,估计了该分布的参数,并研究了提前5年的统计预测。结果表明,水位的统计预报结果与模型计算预报结果相吻合。对极值水平的局部化进行了研究,并对结果进行了分析。在莫斯科国立罗蒙诺索夫大学的罗蒙诺索夫-2超级计算机上进行了数值计算。
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