The Energetics of the Lagrangian Evolution of Tropical Convective Systems

H. Masunaga, Hanii Takahashi
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Abstract

Convective lifecycle is often conceptualized to progress from congestus to deep convection and develop further to stratiform anvil clouds, accompanied by a systematic change in the vertical structure of vertical motion. This archetype scenario has been developed largely from the Eulerian viewpoint, and has yet to be explored whether or not the same lifecycle emerges itself in a moving system tracked in the Lagrangian manner. To address this question, Lagrangian tracking is applied to tropical convective systems in combination with a thermodynamic budget analysis forced by satellite-retrieved precipitation and radiation. A new method is devised to characterize the vertical motion profiles in terms of the column import or export of moisture and moist static energy (MSE). The Bottom-heavy, Mid-heavy, and Top-heavy regimes are identified for every one-square-degree grid pixel accompanying tracked precipitation systems, making use of the diagnosed column export/import of moisture and MSE. Major findings are as follows. The Lagrangian evolution of convective systems is dominated by a state of dynamic equilibrium among different convective regimes rather than a monotonic progress from one regime to the next. The transition from the Bottom-heavy to Mid-heavy regimes is fed with intensifying precipitation presumably owing to a negative gross moist stability (GMS) of the Bottom-heavy regime, whereas the transition from the Mid-heavy to Top-heavy regimes dissipates the system. The Bottom-heavy to Mid-heavy transition takes a relaxation time of about 5 h in the equilibrating processes, whereas the relaxation time is estimated as roughly 20 h concerning the Mid-heavy to Top-heavy transition.
热带对流系统的拉格朗日演化能量学
对流生命周期的概念通常是从稠密对流发展到深对流,再进一步发展到层状砧云,并伴随着垂直运动结构的系统性变化。这种原型方案主要是从欧拉角度开发的,至于以拉格朗日方式跟踪的移动系统是否也会出现同样的生命周期,还有待探讨。为了解决这个问题,拉格朗日跟踪技术被应用于热带对流系统,并结合由卫星检索的降水和辐射强迫进行的热力学预算分析。设计了一种新方法,根据水汽和湿静态能量(MSE)的柱状输入或输出来描述垂直运动剖面。利用诊断出的水汽和 MSE 柱进出口,确定了伴随跟踪降水系统的每个一平方度网格像素的底重、中重和顶重系统。主要发现如下对流系统的拉格朗日演化主要是不同对流系统之间的动态平衡状态,而不是从一种系统到另一种系统的单调演化。从底层重型对流系统过渡到中层重型对流系统时,降水会增强,这可能是由于底层重型对流系统的负湿润稳定性(GMS),而从中层重型对流系统过渡到顶层重型对流系统时,系统会消散。在平衡过程中,底重型向中重型过渡的弛豫时间约为 5 小时,而中重型向顶重型过渡的弛豫时间估计约为 20 小时。
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