湍流能量耗散与海气界面气体传递的关系

D. Zhao, Nan Jia, Yuanxu Dong
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引用次数: 1

摘要

气体传递速度与风速的非线性关系通常会导致观测数据的最佳拟合;然而,气体传递速度与非线性风速在尺寸上是不一致的。当前研究的目的是表明,在风浪的情况下,当使用更新模型参数化时,具有一致尺寸的气体传递速度应由湍流粘度而不是由水的粘度决定。海气界面附近的湍流动能(TKE)在破碎的风浪作用下明显增强。通过对各种模型的分析,我们发现TKE耗散率与风速和波龄有明显的线性关系,其功率范围为-2.36 ~ 4.0。各种模型表明,波浪破碎引起的波浪能量耗散随风速的三次方而明显增加,对波浪年龄的依赖性较弱。假设在恒定耗散层中,w和总TKE耗散平衡,则该层的深度与波高相当。利用传统的海面风浪湍流黏度和海面TKE耗散率更新模型,我们发现气体传递速度与风速呈明显线性关系,且在维度上一致,并且同时依赖于波龄和阻力系数。这些结果与涡旋相关法得到的观测资料一致。我们强调,只有当波浪年龄和阻力系数固定时,对风速的线性依赖才有效;因此,由于缺乏波态信息,这一发现不能由目前可用的观测数据直接证实。
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Relationship between turbulent energy dissipation and gas transfer through the air–sea interface
Abstract The nonlinear dependence of gas transfer velocity on wind speed typically results in the best fit of observational data; however, gas transfer velocity is dimensionally inconsistent with the nonlinear wind speeds. The objective of the current study was to show that, in the case of wind waves, gas transfer velocity with a consistent dimension should be determined by turbulent viscosity instead of by the viscosity of water when parameterised using the renewal model. Turbulent kinetic energy (TKE) near the air–sea interface is significantly intensified by breaking wind waves. By analyzing various models, we found that the TKE dissipation rate was explicitly linearly related to wind speed and dependent on wave age, with powers ranging from –2.36 to 4.0. Various models show that wave energy dissipation (WED) due to wind wave breaking explicitly increases with the cube of the wind speed and weakly depends on wave age. Assuming a balance between WED and total TKE dissipation in a constant dissipation layer, the depth of this layer was shown to be comparable to the wave height. Using the traditional renewal model with wind wave turbulent viscosity and TKE dissipation rate at the sea surface, we found that the gas transfer velocity was explicitly linearly related to wind speed in a dimensionally consistent manner, and depended simultaneously on the wave age and drag coefficient. These results are consistent with observational data obtained using the eddy correlation method. We emphasise that the linear dependence on wind speed is only valid when the wave age and drag coefficient are fixed; thus, this finding cannot be directly confirmed by currently available observational data due to a lack of wave state information.
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