风与有效波高时空关系的统计模拟

Q1 Mathematics
Said Obakrim, Pierre Ailliot, Valérie Monbet, Nicolas Raillard
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引用次数: 0

摘要

摘要许多海洋活动,如设计海洋结构和规划海洋作业,都需要海况气候的特征。本研究考察了风和海况的统计关系,考虑了其时空行为。在三个地点建立了北大西洋风场(预测器)和显著波高(预测器)之间的传递函数:法国海岸西南部(吉伦特)、英吉利海峡和缅因湾。开发的方法考虑了风海和巨浪,包括本地和全球预测。采用完全数据驱动的方法,定义了全球预测器的时空结构,以考虑风与波之间的非局部和非瞬时关系。天气类型是使用回归引导聚类方法构建的,得到的聚类对应于不同的波浪系统(涨潮和风海)。然后,在每种天气类型中,在预测器和预测器之间拟合一个惩罚线性回归模型。验证分析证明了模型在预测有效波高方面的能力,三个考虑位置的均方根误差约为0.3 m。此外,该研究还讨论了所提出方法的物理见解。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Statistical modeling of the space–time relation between wind and significant wave height
Abstract. Many marine activities, such as designing ocean structures and planning marine operations, require the characterization of sea-state climate. This study investigates the statistical relationship between wind and sea states, considering its spatiotemporal behavior. A transfer function is established between wind fields over the North Atlantic (predictors) and the significant wave height (predictand) at three locations: southwest of the French coast (Gironde), the English Channel, and the Gulf of Maine. The developed method considers both wind seas and swells by including local and global predictors. Using a fully data-driven approach, the global predictors' spatiotemporal structure is defined to account for the non-local and non-instantaneous relationship between wind and waves. Weather types are constructed using a regression-guided clustering method, and the resulting clusters correspond to different wave systems (swells and wind seas). Then, in each weather type, a penalized linear regression model is fitted between the predictor and the predictand. The validation analysis proves the models skill in predicting the significant wave height, with a root mean square error of approximately 0.3 m in the three considered locations. Additionally, the study discusses the physical insights underlying the proposed method.
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来源期刊
Advances in Statistical Climatology, Meteorology and Oceanography
Advances in Statistical Climatology, Meteorology and Oceanography Earth and Planetary Sciences-Atmospheric Science
CiteScore
4.80
自引率
0.00%
发文量
9
审稿时长
26 weeks
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