2022
DOI: 10.3389/fmars.2022.1002806
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Space-time statistics of extreme ocean waves in crossing sea states

Abstract: The study of extreme ocean waves has gained considerable interest in recent years, due to their importance for offshore design and navigation safety, and several theoretical approaches have been developed for their statistical description. However, in the case of crossing seas, where two or more wave systems of different characteristics are present, a full understanding of the main physical mechanisms responsible for the occurrence of very high individual waves is still lacking. As a consequence, the predictio… Show more

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Cited by 7 publications
(6 citation statements)
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“…A stereo camera view can reconstruct the sensor surfaces in 3-D and provide a more extensive dataset in terms of spatial and temporal dimensions than what can be collected at fixed point wave gauges. Indeed, the stereo imaging approach has been applied to measure spatial and temporal data of ocean waves (Benetazzo et al, 2018(Benetazzo et al, , 2021Bergamasco et al, 2021;Pistellato et al, 2021;Davison et al, 2022).…”
Section: Stereo Imagerymentioning
confidence: 99%
“…A stereo camera view can reconstruct the sensor surfaces in 3-D and provide a more extensive dataset in terms of spatial and temporal dimensions than what can be collected at fixed point wave gauges. Indeed, the stereo imaging approach has been applied to measure spatial and temporal data of ocean waves (Benetazzo et al, 2018(Benetazzo et al, , 2021Bergamasco et al, 2021;Pistellato et al, 2021;Davison et al, 2022).…”
Section: Stereo Imagerymentioning
confidence: 99%
“…Indeed, when a crossing sea state is present, the formation of extreme waves depends on additional factors, such as the relative crossing angle between the two coexisting wave systems or their frequency ratio, which affect the strength of the wave-wave nonlinear interactions (Adcock et al, 2011;McAllister et al, 2018). To account for such effects, Davison et al (2022) recently introduced a parametrization of the crossing wave steepness, which is based on the spectral characteristics of the two wave systems (mean wavenumber and spectral bandwidth, while the effect of directional spreading is not explicitly included) and on their local crossing conditions, which are characterized using three main parameters defined by Rodriguez et al (2002) and Guedes Soares and Carvalho (2003): the Sea-Swell Energy Ratio (SSER), which represents the ratio of the variance associated with each wave system, the Intermodal Distance (ID), representing the frequency difference between the swell and wind waves spectral peaks, and the relative crossing angle (Dq). These crossing sea parameters are expressed as follows:…”
Section: A Second-order Nonlinear Model For Maximum Wave Crest Height...mentioning
confidence: 99%
“…The wave steepness parametrization for two quasimonochromatic crossing wave groups (hereinafter referred to as m crossing ), stemming from Davison et al (2022), can therefore be written as:…”
Section: A Second-order Nonlinear Model For Maximum Wave Crest Height...mentioning
confidence: 99%
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