首页> 外文期刊>Journal of Applied Meteorology and Climatology >Toward Understanding the Properties of High Ice Clouds at the Naqu Site on the Tibetan Plateau Using Ground-Based Active Remote Sensing Measurements Obtained during a Short Period in July 2014
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Toward Understanding the Properties of High Ice Clouds at the Naqu Site on the Tibetan Plateau Using Ground-Based Active Remote Sensing Measurements Obtained during a Short Period in July 2014

机译:在2014年7月期间在短期内获得基于基于基于的主动遥感测量的藏高高原的高冰云的性质

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This study describes the microphysical properties of high ice clouds (with bases above 5 km) using ground based millimeter cloud radar cirrus-mode observations over the Naqu site of the Tibetan Plateau (TP) during a short period from 6 to 31 July 2014. Empirical regression equations are applied for the cloud retrievals in which the parameters are given on the basis of a review of existing literature. The results show a unimodal distribution for the cloud ice effective radius r(e) and ice water content with maximum frequencies around 36 mu m and 0.001 g m(-3), respectively. Analysis shows that clouds with high ice r(e) are more likely to occur at times from late afternoon until nighttime. The clouds with large (small) r(e) mainly occur at low (high) heights and are likely orographic cumulus or stratocumulus (thin cirrus). Further analysis indicates that ice r(e) decreases with increasing height and shows strong positive relationships between ice r(e) (mu m) and depth h (m), with a regression equation of r(e) = 35.45 + 0.0023h + (1.7 x 10(-7))h(2). A good relationship between ice r(e) and temperature T (degrees C) is found, r(e) = 44.65 + 0.1438T, which could serve as a baseline for retrieval of characteristic ice r(e) properties over the TP.
机译:本研究描述了在2014年7月6日至31日的短期内,使用基于基于毫米云云雷达束形模型观测的基于地基毫米云雷达卷曲模式观测的高冰云(以5公里的基础)的微神科性质。经验回归方程用于云检索,其中基于对现有文献的审查给出参数的参数。结果表明,云冰有效半径R(e)和冰水含量的单峰分布分别为36μm和0.001g m(-3)左右。分析表明,具有高冰r(e)的云更可能从下午晚些时候到夜间发生。具有大(小)R(e)的云主要在低(高)高度(高)高度,并且很可能是地形堆积肌或纹状体(薄卷)。进一步的分析表明,冰R(e)随着高度的增加而降低,并且在冰R(e)(mu m)和深度h(m)之间显示出强的正关系,R(e)= 35.45 + 0.0023h +的回归方程(1.7 x 10(-7))h(2)。发现冰R(E)和温度T(℃)之间的良好关系,R(e)= 44.65 + 0.1438T,其可以作为检索TP上的特征冰r(e)性质的基线。

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