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Micrometeorology and Atmospheric Boundary Layer

机译:微气象学与大气边界层

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摘要

Starting with simple definitions and the scope of micrometeorology and the atmospheric planetary boundary layer (PBL), the importance of small-scale turbulent exchange and energy dissipation processes in the PBL to the evolution of local weather and climate is pointed out. The energy budgets of an “ideal” surface and a near-surface canopy layer are briefly described and typical diurnal variations of measured energy fluxes at two (a rural and a suburban) sites are illustrated. Using the conservation equations of thermodynamic energy and moisture, temporal and spatial variations of mean air temperature and specific humidity are described. Diurnal evolutions of potential temperature profiles and the corresponding PBL height are illustrated with some observed data. Typical mean wind profiles in the daytime convective boundary layer (CBL) and the nighttime stable boundary layer (SBL) are also shown and discussed. The strong influence of stability on the PBL height and structure and their diurnal variations are discussed. The widely used flux-profile relations based on the Monin-Obukhov surface-layer similarity theory are presented with a brief discussion of parameterization of surface roughness and fluxes. The statistical description of the PBL turbulence and its commonly used quantitative measures are presented with an illustration of observed time series of turbulence. Some of the better-known similarity theories and scaling of turbulence in the PBL are described. Finally, different types of turbulence closure theories and numerical simulations/models of the PBL are briefly reviewed.
机译:从简单的定义以及微气象学和大气行星边界层(PBL)的范围开始,指出了PBL中的小规模湍流交换和能量耗散过程对当地天气和气候演变的重要性。简要描述了“理想”表面和近表面冠层的能量预算,并说明了两个(农村和郊区)站点的测量能量通量的典型日变化。利用热力学能量和水分的守恒方程,描述了平均气温和比湿度的时间和空间变化。潜在的温度曲线和相应的PBL高度的日变化用一些观测数据说明。还显示并讨论了白天对流边界层(CBL)和夜间稳定边界层(SBL)中的典型平均风廓线。讨论了稳定性对PBL高度和结构及其日变化的强烈影响。介绍了基于Monin-Obukhov表面层相似性理论的广泛使用的磁通量轮廓关系,并对表面粗糙度和磁通量的参数化进行了简要讨论。 PBL湍流及其常用定量度量的统计描述与观察到的湍流时间序列说明一起显示。描述了PBL中一些较著名的相似性理论和湍流定标。最后,简要回顾了不同类型的湍流闭合理论和PBL的数值模拟/模型。

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