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Effects of tropospheric wind shear on the spectrum of convectively generated gravity waves

机译:对流层风切变对流产生的重力波谱的影响

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The authors examine the effects of tropospheric wind shear on the phase speed spectrum of gravity waves generated by tropical convection. A two-dimensional cloud-resolving model is used to perform numerous squall line simulations with the vertical shear of the horizontal wind varied in three layers of the troposphere. Several simplified simulations using prescribed heating are also performed to elucidate the interactions of wind shear with thermal forcing. It is found that the dominant phase speed range of convectively generated stratospheric gravity waves is primarily determined by the vertical scale of the tropospheric heating and is then modified by the tropospheric wind. The gravity wave spectrum is especially sensitive to shear in the upper troposphere. Through a mechanism similar to critical level filtering, such shear acts to reduce the momentum flux of waves propagating in the same direction as the storm-relative mean wind. Through interaction with convective turrets, shear in the upper troposphere increases the momentum flux of waves propagating opposite to the storm-relative mean wind (the "obstacle effect''). The resulting spectrum of momentum fluxes produced by convectively generated gravity waves is generally not symmetric in the east and west directions; the east-west asymmetry depends primarily on the difference between the wind above the storm and the storm's motion. Thus, it is important that the effects of tropospheric wind shear be included in any attempt to parameterize the effects of gravity wave stress and turbulence in general circulation models. [References: 33]
机译:作者研究了对流层风切变对热带对流产生的重力波相速度谱的影响。二维云解析模型用于执行许多线模拟,水平风的垂直切变在对流层的三层中变化。还使用规定的加热进行了一些简化的模拟,以阐明风切变与热强迫的相互作用。发现对流产生的平流层重力波的主导相速度范围主要由对流层加热的垂直尺度决定,然后由对流层风改变。重力波频谱对对流层高层特别敏感。通过类似于临界水平滤波的机制,这种剪切作用可减小与风暴平均风向相同方向传播的波的动量通量。通过与对流塔楼相互作用,对流层上层的剪切作用增加了与风暴相对平均风相反传播的波的动量通量(“障碍物效应”)。东西方向的对称性;东西方向的不对称性主要取决于风暴上方的风和风暴运动之间的差异,因此,在对参数化影响进行任何尝试时,都必须包括对流层风切变的影响循环模型中重力波应力和湍流的变化[参考文献:33]

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