地形陡峭度对热驱动的地形对流启动的不利影响

Matthias Göbel, S. Serafin, M. Rotach
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引用次数: 0

摘要

摘要。白天的山风通过水平和垂直的热量和水分输送为深层潮湿对流提供了先决条件。它们还在对流启动中发挥关键作用,特别是在强烈抑制的环境中,通过将空气包裹提升到自由对流的水平之上。尽管存在相关性,但这些热驱动环流对对流起始的影响尚未得到系统的研究。利用WRF模式的理想大涡模拟(Δx=50 m),研究了在天气无扰动和对流抑制条件下,考虑不同高度和宽度的准二维山脉,跨谷环流对对流起生的影响。特别地,我们对比了相对陡峭的山脉(平均坡度为20%)和不太陡峭的山脉(平均坡度为10%)上的对流起始。一个独特的发现是,在相同的环境条件下,相对陡峭的山脉导致深层潮湿对流的延迟发生和强度较低,尽管它们在山脊顶部造成更强的热上升气流。对流抑制和对流有效势能等对流指数的时间演变表明,较陡山脉的不稳定较慢,可能是由于低层水汽较低。对脊顶水汽收支的分析揭示了平均热驱动环流和湍流水汽输送对水汽平流的竞争作用。一般来说,在山顶,湍流水汽通量的散度几乎完全抵消了平流水汽通量的辐合。由于脊顶上升气流较强,陡山的平均平流湿度较高;然而,总的润湿量较低,上升气流区的宽度平均较窄。因此,陡峭山脉上方的浮力上升气流受到环境空气湍流夹带的影响更大,这会耗尽它们的水分和云水含量,使它们在引发深层对流时效率降低。另一方面,在不太陡峭的山上,饱和的上升气流从云底的水汽通量中获得更多的水分,导致明显更高的水分积累。在这些模拟中,较低的夹带率是由这样一个事实揭示的,即云中等效潜在温度随高度的下降不如在陡峭的地形上减弱。降水效率是衡量冷凝水最终沉淀多少的一种指标,在不太陡峭的山上,降水效率要大得多,这也是由于与更陡峭的模拟相比,总凝结量更低。山的大小与降水量之间的关系取决于热力剖面。在初始对流抑制较低的情况下,它几乎是线性的,而在其他情况下则更为复杂。较陡的山脉上对流较弱是一个强有力的发现,适用于背景环境稳定性和山脉大小的范围。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Adverse impact of terrain steepness on thermally driven initiation of orographic convection
Abstract. Diurnal mountain winds precondition the environment for deep moist convection through horizontal and vertical transport of heat and moisture. They also play a key role in convection initiation, especially in strongly inhibited environments, by lifting air parcels above the level of free convection. Despite its relevance, the impact of these thermally driven circulations on convection initiation has yet to be examined systematically. Using idealized large-eddy simulations (Δx=50 m) with the Weather Research and Forecasting (WRF) model, we study the effect of cross-valley circulations on convection initiation under synoptically undisturbed and convectively inhibited conditions, considering quasi-2D mountain ranges of different heights and widths. In particular, we contrast convection initiation over relatively steep mountains (20 % average slope) and less steep ones (10 %). One distinctive finding is that, under identical environmental conditions, relatively steep mountain ranges lead to a delayed onset and lower intensity of deep moist convection, although they cause stronger thermal updrafts at ridge tops. The temporal evolution of convective indices, such as convective inhibition and convective available potential energy, shows that destabilization over the steeper mountains is slower, presumably due to lower low-level moisture. Analysis of the ridgetop moisture budget reveals the competing effects of moisture advection by the mean thermally driven circulation and turbulent moisture transport. In general, at mountaintops, the divergence of the turbulent moisture flux offsets the convergence of the advective moisture flux almost entirely. Due to the stronger ridgetop updraft, the mean advective moistening over the steeper mountains is higher; nevertheless, the total moistening is lower and the width of the updraft zone is narrower on average. Thus, buoyant updrafts over the steeper mountains are more strongly affected by the turbulent entrainment of environmental air, which depletes their moisture and cloud water content and makes them less effective at initiating deep convection. Saturated updrafts over less steep mountains, on the other hand, gain more moisture from the vapor flux at cloud base, leading to significantly higher moisture accumulation. The lower entrainment rates in these simulations are revealed by the fact that equivalent potential temperature in the cloud decreases less strongly with height than over steeper terrain. The precipitation efficiency, a measure of how much of the condensed water eventually precipitates, is considerably larger over the less steep mountains, also due to lower total condensation compared with the steeper simulations. The relationship between mountain size and precipitation amount depends on the thermodynamic profile. It is nearly linear in cases with low initial convective inhibition but more complex otherwise. The weaker convection over steeper mountains is a robust finding, valid over a range of background environmental stability and mountain sizes.
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