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Air-Sea Momentum Fluxes during Tropical Cyclone Olwyn

机译:热带气旋奥温期间的海气动量通量

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摘要

Observations of wind stress during extreme winds are required to improve predictability of tropical cyclone track and intensity. A common method to approximate the wind stress is by measuring the turbulent momentum flux directly. However, during high wind speeds, wave heights are typically of the same order of magnitude as instrument heights, and thus, turbulent momentum flux observations alone are insufficient to estimate wind stresses in tropical cyclones, as wave-induced stresses contribute to the wind stress at the height of measurements. In this study, wind stress observations during the near passage of Tropical Cyclone Olwyn are presented through measurements of the mean wind speed and turbulent momentum flux at 8.8 and 14.8 m above the ocean surface. The high sampling frequency of the water surface displacement (up to 2.5 Hz) allowed for estimations of the wave-induced stresses by parameterizing the wave input source function. During high wind speeds, our results show that the discrepancy between the wind stress and the turbulent stress can be attributed to the wave-induced stress. It is observed that for 1 m s(-1), the wave-induced stress contributes to 63% and 47% of the wind stress at 8.8 and 14.8 m above the ocean surface, respectively. Thus, measurements of wind stresses based on turbulent stresses alone underestimate wind stresses during high wind speed conditions. We show that this discrepancy can be solved for through a simple predictive model of the wave-induced stress using only observations of the turbulent stress and significant wave height.
机译:需要观测极端风期间的风应力,以提高热带气旋路径和强度的可预测性。估算风应力的常用方法是直接测量湍动量通量。然而,在高风速下,波高通常与仪器高度处于相同的数量级,因此,仅湍流动量通量观测不足以估算热带气旋中的风应力,因为波引起的应力会导致热带气旋的风应力。测量高度。在这项研究中,通过测量海平面以上8.8和14.8 m处的平均风速和湍动量通量,介绍了热带气旋Olwyn近距离通过期间的风应力观测结果。水面位移的高采样频率(高达2.5 Hz)允许通过对波浪输入源函数进行参数化来估计波浪引起的应力。在高风速下,我们的结果表明,风应力和湍流应力之间的差异可以归因于波浪感应应力。可以看出,对于> 1 m s(-1),在海平面以上8.8和14.8 m处,波浪引起的应力分别占风应力的63%和47%。因此,仅基于湍流应力的风应力测量低估了高风速条件下的风应力。我们表明,仅使用湍流应力和显着波高的观测值,就可以通过简单的波浪诱发应力预测模型来解决这种差异。

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