论文标题

测量流氓?对明显巨浪的调查

Measuring a rogue? An investigation into an apparent giant wave

论文作者

Kurniawan, Adi, Taylor, Paul H., Orszaghova, Jana, Wolgamot, Hugh, Hansen, Jeff

论文摘要

一场明显的巨型波浪事件在澳大利亚西南海岸附近的一个近岸记录了一个最大的槽到克雷斯特高度21米,最大零越过27秒。它是一组波,在高度和周期都比前面并遵循的波显着更大。本文报告了事件的合理性的多方面分析。我们首先检查了与记录其余部分有关的事件的统计数据,在该统计数据中,我们查看了数量,例如最大的波浪高度比率,有序的Crest-rofd-rofd统计和平均波轮廓。然后,我们研究了浮标的运动学,在那里我们查看浮标的水平和垂直位移之间的关系,并尝试使用Boussinesq和非线性浅水方程来数值重建巨大事件。对其他浮标的加速度计达到其最大极限的其他海州进行了其他分析。我们的分析揭示了事件与真实波的已知行为的不相容性,这使我们得出结论,这不是真实的波浪事件。与我们研究中报道的相似的波浪事件已在其他地方报道,有时被接受为实际发生。我们对巨型波事件进行法医分析的方法对于在这些情况下识别错误的流氓波事件应该有可能有用。

An apparent giant wave event having a maximum trough-to-crest height of 21 metres and a maximum zero-upcrossing period of 27 seconds was recorded by a wave buoy at a nearshore location off the southwestern coast of Australia. It appears as a group of waves which are significantly larger both in height and period than the waves preceding and following them. This paper reports a multifaceted analysis into the plausibility of the event. We first examine the statistics of the event in relation to the rest of the record, where we look at quantities such as maximum-to-significant wave height ratios, ordered crest-trough statistics, and average wave profiles. We then investigate the kinematics of the buoy, where we look at the relationship between the horizontal and vertical displacements of the buoy, and also attempt to numerically reconstruct the giant event using Boussinesq and nonlinear shallow water equations. Additional analyses are performed on other sea states where at least one of the buoy's accelerometers reached its maximum limit. Our analysis reveals incompatibilities of the event with known behaviour of real waves, leading us to conclude that it was not a real wave event. Wave events similar to the one reported in our study have been reported elsewhere and have sometimes been accepted as real occurrences. Our methods of forensically analysing the giant wave event should be potentially useful for identifying false rogue wave events in these cases.

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