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Flux-profile Relationships for Wind Speed and Temperature in the Stable Atmospheric Boundary Layer

机译:稳定大气边界层中风速和温度的通量分布关系

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摘要

Wind and temperature profiles in the stable boundary layer were analyzed in the context of MoninObukhov similarity. The measurements were made on a 60-m tower in Kansas during October 1999 (CASES-99). Fluxprofile relationships, obtained from these measurements in their integral forms, were established for wind speed and temperature. Use of the integral forms eliminates the uncertainty and accuracy issues resulting from gradient computations. The corresponding stability functions, which were nearly the same for momentum and virtual sensible heat, were found to exhibit different features under weakly stable conditions compared to those under strongly stable conditions. The gradient stability functions were found to be linear, namely φm = 1+ 5.8 ζ and φh = 1 + 5.4 ζ up to a limit of the MoninObukhov stability parameter ζ = 0.8; this is consistent with earlier findings. However, for stronger stabilities beyond a transition range, both functions were observed gradually to approach a constant, with a value of approximately 7. To link these two distinct regimes, a general but pliable functional form with only two parameters is proposed for the stability functions, covering the entire stability range from neutral to very stable conditions.
机译:在MoninObukhov相似性的背景下分析了稳定边界层中的风和温度剖面。这些测量是在1999年10月在堪萨斯州60米高的塔上进行的(CASES-99)。从这些测量的积分形式获得的磁通剖面关系被建立用于风速和温度。积分形式的使用消除了由梯度计算引起的不确定性和准确性问题。发现与动量和虚拟感热几乎相同的相应稳定函数在弱稳定条件下与强稳定条件下表现出不同的特征。梯度稳定性函数被发现是线性的,即φm = 1+ 5.8ζ和φh = 1 + 5.4ζ,直至MoninObukhov稳定性参数ζ= 0.8的极限。这与先前的发现是一致的。但是,对于超出过渡范围的更强稳定性,逐渐观察到两个函数都趋近于一个常数,其值约为7。为将这两个不同的状态联系起来,对于稳定性函数,提出了仅具有两个参数的通用但柔和的函数形式涵盖了从中性到非常稳定的整个稳定性范围。

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