Long-Term Statistics and Extreme Waves of Sea Storms

Francesco Fedele; Felice Arena

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Long-Term Statistics and Extreme Waves of Sea Storms

机译：长期统计数据和海上风暴的极端波浪

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A stochastic model of sea storms for describing long-term statistics of extreme wave events is presented. The formulation generalizes Boccotti's equivalent triangular storm model by describing an actual storm history in the form of a generic power law. The latter permits the derivation of analytical solutions for the return periods of extreme wave events and associated statistical properties. Lastly, the relative validity of the new model and its predictions is assessed by analyzing wave measurements retrieved from two NOAA National Oceanographic Data Center (NODC) buoys in the Atlantic and Pacific Oceans.

机译：提出了描述海浪事件长期统计数据的海风暴随机模型。该公式通过以通用幂定律的形式描述实际的风暴历史来概括Boccotti的等效三角风暴模型。后者允许推导极端波事件返回周期的分析解决方案以及相关的统计属性。最后，通过分析从大西洋和太平洋的两个NOAA国家海洋数据中心（NODC）浮标获得的波浪测量值，评估了新模型及其预测的相对有效性。

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《Journal of Physical Oceanography》 |2010年第5期|1106-1117|共12页
作者
Francesco Fedele; Felice Arena;
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作者单位

School of Civil and Environmental Engineering, Georgia Institute of Technology, Atlanta, Georgia;

Department of Mechanics and Materials, Mediterranea University, Loc. Feo di Vito, 89123 Reggio Calabria, Italy;

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Long-Term Statistics and Extreme Waves of Sea Storms

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