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Heuristic estimation of low-level cloud fraction over the globe based on a decoupling parameterization

机译:基于解耦参数化的全球低层云分数启发式估计

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Based on the decoupling parameterization of the cloud-topped planetary boundary layer, a simple equation is derived to compute the inversion height. In combination with the lifting condensation level and the amount of water vapor in near-surface air, we propose a low-level cloud suppression parameter (LCS) and estimated low-level cloud fraction (ELF), as new proxies for the analysis of the spatiotemporal variation of the global low-level cloud amount (LCA). Individual surface and upper-air observations are used to compute LCS and ELF as well as lower-tropospheric stability (LTS), estimated inversion strength (EIS), and estimated cloud-top entrainment index (ECTEI), three proxies for LCA that have been widely used in previous studies. The spatiotemporal correlations between these proxies and surface-observed LCA were analyzed. Over the subtropical marine stratocumulus deck, both LTS and EIS diagnose seasonal–interannual variations of LCA well. However, their use as a global proxy for LCA is limited due to their weaker and inconsistent relationship with LCA over land. EIS is anti-correlated with the decoupling strength more strongly than it is correlated with the inversion strength. Compared with LTS and EIS, ELF and LCS better diagnose temporal variations of LCA, not only over the marine stratocumulus deck but also in other regions. However, all proxies have a weakness in diagnosing interannual variations of LCA in several subtropical stratocumulus decks. In the analysis using all data, ELF achieves the best performance in diagnosing spatiotemporal variation of LCA, explaining about 60?% of the spatial–seasonal–interannual variance of the seasonal LCA over the globe, which is a much larger percentage than those explained by LTS (2?%) and EIS (4?%). Our study implies that accurate prediction of inversion base height and lifting condensation level is a key factor necessary for successful simulation of global low-level clouds in general circulation models (GCMs). Strong spatiotemporal correlation between ELF (or LCS) and LCA identified in our study can be used to evaluate the performance of GCMs, identify the source of inaccurate simulation of LCA, and better understand climate sensitivity.
机译:基于云顶行星边界层的解耦参数化,导出了一个简单的方程式来计算反演高度。结合抬升的冷凝水位和近地表空气中的水蒸气量,我们提出了低云抑制参数(LCS)和低云估计比例(ELF),作为分析云的新代理。全球低水平云量(LCA)的时空变化。单独的地面和高空观测值用于计算LCS和ELF以及对流层下稳定性(LTS),估计反演强度(EIS)和估计云顶夹带指数(ECTEI),这三个LCA的代表是在先前的研究中被广泛使用。分析了这些代理与表面观察到的LCA之间的时空相关性。在亚热带海洋平积层上,LTS和EIS都可以诊断LCA的季节-年际变化。但是,由于它们在土地上与LCA的关系较弱且不一致,因此它们在LCA的全球代理中使用受到限制。 EIS与去耦强度的反相关比与反演强度的相关性更强。与LTS和EIS相比,ELF和LCS不仅可以更好地诊断LCA的时间变化,不仅可以在海洋平积层上,而且可以在其他地区。然而,所有代理在诊断几个亚热带平积层中LCA的年际变化方面均存在缺陷。在使用所有数据进行的分析中,ELF在诊断LCA的时空变化方面表现出最佳的性能,解释了全球季节性LCA的时空-年际变化的约60%,这一百分比远大于LTS(2%)和EIS(4%)。我们的研究表明,准确预测反演基准高度和提升凝结水位是成功模拟通用环流模型(GCM)中的全球低层云的关键因素。在我们的研究中确定的ELF(或LCS)与LCA之间的强烈时空相关性可用于评估GCM的性能,确定LCA模拟不准确的来源,并更好地了解气候敏感性。

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