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Mesoscale predictability of moist baroclinic waves: Convection-permitting experiments and multistage error growth dynamics

机译:中尺度斜压斜波的可预测性:允许对流的实验和多级误差增长动力学

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A recent study examined the predictability of an idealized baroclinic wave amplifying in a conditionally unstable atmosphere through numerical simulations with parameterized moist convection. It was demonstrated that with the effect of moisture included, the error starting from small random noise is characterized by upscale growth in the short-term (0-36 h) forecast of a growing synoptic-scale disturbance. The current study seeks to explore further the mesoscale error-growth dynamics in idealized moist baroclinic waves through convection-permitting experiments with model grid increments down to 3.3 km. These experiments suggest the following three-stage error-growth model: in the initial stage, the errors grow from small-scale convective instability and then quickly [O(1 h)] saturate at the convective scales. In the second stage, the character of the errors changes from that of convective-scale unbalanced motions to one more closely related to large-scale balanced motions. That is, some of the error from convective scales is retained in the balanced motions, while the rest is radiated away in the form of gravity waves. In the final stage, the large-scale ( balanced) components of the errors grow with the background baroclinic instability. Through examination of the error-energy budget, it is found that buoyancy production due mostly to moist convection is comparable to shear production (nonlinear velocity advection). It is found that turning off latent heating not only dramatically decreases buoyancy production, but also reduces shear production to less than 20% of its original amplitude.
机译:最近的一项研究通过参数化湿对流的数值模拟研究了在条件不稳定的大气中理想斜压波放大的可预测性。结果表明,考虑到水分的影响,从小的随机噪声开始的误差的特征是在短期内(0-36 h)对天气尺度扰动的预测的高阶增长。当前的研究旨在通过对流允许实验(模型网格增量降低至3.3 km)进一步探索理想化湿斜斜波的中尺度误差增长动力学。这些实验提出了以下三个阶段的误差增长模型:在初始阶段,误差从小尺度对流不稳定性增长,然后在对流尺度迅速[O(1 h)]饱和。在第二阶段,误差的性质从对流尺度的不平衡运动变为与大规模平衡运动更密切相关的误差。也就是说,对流尺度的一些误差保留在平衡运动中,而其余部分则以重力波的形式辐射出去。在最后阶段,误差的大规模(平衡)分量随着背景斜压不稳定而增长。通过检查误差能量预算,发现主要由湿对流引起的浮力产生与剪切产生(非线性速度对流)相当。发现关闭潜热不仅显着降低了浮力产生,而且还将剪切产生降低到其原始振幅的不到20%。

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