用于细尺度参数化的剪切应变比参数化

IF 3.4 2区 地球科学 Q1 OCEANOGRAPHY
H. Sun, Q. Yang, J. Li, W. Zhao, J. Tian
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引用次数: 0

摘要

在没有微观结构测量数据的情况下,Gregg-Henyey-Polzin(GHP)微尺度参数化被广泛用于推断湍流混合。然而,当缺乏剪切信息时,仅应变的 GHP 缩放是唯一的选择,在这种情况下,剪切应变比 (Rω) 通常被视为常数。由于 Rω 随时空变化,使用固定的 Rω 值可能会在推断湍流混合时产生明显偏差。在本研究中,我们根据气候过程小组提供的内波驱动海洋混合微结构数据库,绘制了 Rω 的全球地图,该地图覆盖了印度洋、太平洋和大西洋的高纬度和低纬度地区。然后,我们提出了一种考虑浮力频率、科里奥利频率和地形特征的 Rω 参数化方法。与恒定 Rω 的 GHP 缩放相比,根据参数化 Rω 的 GHP 缩放推断出的湍流耗散率值更为精确。因此,本研究为使用纯应变 GHP 比例来探索开阔洋中的湍流混合时选择最佳 Rω 提供了参考。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Parameterization of Shear-To-Strain Ratio Used in Finescale Parameterization

The Gregg-Henyey-Polzin (GHP) finescale parameterization is widely employed to infer turbulent mixing when microstructure measurements are unavailable. However, the strain-only GHP scaling is the only option when shear information is lacking, in which case the shear-to-strain ratio (Rω) is commonly treated as a constant. Since Rω has been reported to vary spatiotemporally, using a fixed value of Rω might result in a significant bias in inferring turbulent mixing. In this study, we present a global map of Rω, based on the microstructure database contributed by the Climate Process Team on internal wave-driven ocean mixing, which covers the Indian, Pacific, and Atlantic oceans across both high and low latitudes. Then, we propose a parameterization of Rω by considering buoyancy frequency, Coriolis frequency, and topographic features. Compared to the GHP scaling with constant Rω, the turbulent dissipation rate values inferred from the GHP scaling with parameterized Rω are more accurate. In this manner, this study provides a reference for choosing optimal Rω when using the strain-only GHP scaling to explore turbulent mixing in the open ocean.

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来源期刊
Journal of Geophysical Research-Oceans
Journal of Geophysical Research-Oceans Earth and Planetary Sciences-Oceanography
CiteScore
7.00
自引率
13.90%
发文量
429
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