首页> 外文期刊>ournal of the Meteorological Society of Japan >Dynamics of Convective Clouds and 'CISK' in Vertical Shear Flow-with its Application to Easterly Waves and Squall-Line Systems
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Dynamics of Convective Clouds and 'CISK' in Vertical Shear Flow-with its Application to Easterly Waves and Squall-Line Systems

机译:垂直剪切流中对流云和“ CISK”的动力学及其在东风海浪和Squ线系统中的应用

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The properties of convective clouds and CISK (instability of the large-scale disturbance interacting with the clouds) under vertical shear flow are studied by numerical experiments as an extension of previous studies (Yamasaki, 1975, 79, 83), which have used a fine resolution model with explicit calculations of convective clouds. The CISK treated in this study is such that the downdraft and cooling due to the evaporation of falling rain play an essential role. The primary objectives are to understand how this type of CISK is modified by vertical shear flow and to show how it can account for some observed phenomena in the tropical easterlies.According to numerical experiments, when the intensity of an easterly flow decreases with increasing height (quasi-linear flow with westerly shear), convection in the eastern portion of the convective area is more preferred than that in the western portion. When the easterly flow is strongest at some height such as 3km (jet-type flow), convection in the western portion is preferred. These results indicate that vertical shear in the lowest few kilometers is important and that convection is more enhanced when low-level inflow into the convection is augmented by vertical shear flow.Individual convective clouds in the absence of vertical shear are organized into a larger convective system (referred to as 'mesoscale convection') with a time scale of about 3 hours (Yamasaki, 1983). It is shown in this study that this time scale is not much modified by the quasi-linear flow (L) and that it is modified to about 8 hours for the jet-type flow (J). In the cases of no shear and (J), convective clouds grow successively from a low-level cloudwhich persists continuously, whereas in the case of (L), new clouds tend to form at some distance from existing clouds, constituting mesoscale convection in all cases.The properties of a large-scale disturbance obtained for the flow (L) are similar to those of the easterly wave of the type studied by Riehl (1954) and Yanai (1961) ; that is, a coldcored structure at low levels, an eastward tilt of a trough, major convective activity located to the east of the trough and an upper-level ridge located further to the east are well simulated. It is also shown that vertical shear is not indispensable to the growth of the disturbance, thought it is very important in explaining observed features of the structure.The western convection which is preferred in the flow (J) exhibits several important features in observed squall-lines studied by Zipser (1977) and others. The simulated structure is also similar to that obtained in numerical experiments for an isolated cloud (e. g., Moncrieff and Miller, 1976). However, in the present model, convective clouds form successively from persistent low-level clouds. Such successively formed clouds constitute mesoscale convection, the lifetime of which is roughly in agreement with observations.
机译:通过数值实验研究了对流云和CISK(大扰动与云相互作用的不稳定性)在垂直剪切流下的性质,作为先前研究(Yamasaki,1975,79,83)的扩展,他们利用对流云的显式计算的高分辨率模型。在这项研究中处理过的CISK使得由于降雨的蒸发而引起的降温和降温起着至关重要的作用。主要目的是了解这种类型的CISK如何通过垂直剪切流改变,并说明它如何解释热带东风中观察到的现象。根据数值实验,当东风的强度随高度增加而减小时(准线性流动和西风切变),对流区域东部的对流比西部区域的对流更为可取。当东风在某个高度(例如3 km)最强时(喷流),在西部最好采用对流。这些结果表明,在最低几公里内的垂直切变很重要,并且当垂直切变流增加低水平流入对流时,对流会进一步增强。在没有垂直切变的情况下,单个对流云被组织成一个较大的对流系统(称为“中尺度对流”),时间尺度约为3小时(Yamasaki,1983年)。在这项研究中表明,准线性流(L)对该时间尺度的修改不多,对于喷射流(J),该时间尺度修改为约8小时。在没有剪切力和(J)的情况下,对流云从连续存在的低空云开始连续生长,而在(L)的情况下,新云倾向于在距现有云一定距离处形成,构成所有中尺度对流对于流(L)所获得的大规模扰动的性质与Riehl(1954)和Yanai(1961)研究的东风型波浪的性质相似;也就是说,可以很好地模拟低层的冷核结构,槽的向东倾斜,位于槽东的主要对流活动和位于东部的上层脊。还显示出垂直剪切对于扰动的增长不是必不可少的,认为这对于解释结构的观测特征非常重要。在流动(J)中优先考虑的西对流在观测到的流中表现出几个重要特征。 Zipser(1977)等人研究的直线。模拟的结构也类似于在孤立的云的数值实验中获得的结构(例如,Moncrieff和Miller,1976)。但是,在本模型中,对流云是从持久性低层云连续形成的。这种连续形成的云构成中尺度对流,其寿命与观测值大致一致。

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