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An Application of the Adjoint Method to a Statistical-Dynamical Tropical-Cyclone Prediction Model (SD-90) Ⅱ: Real Tropical Cyclone Cases

机译:伴随法在统计动态热带气旋预测模型(SD-90)中的应用Ⅱ:真实热带气旋案例

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In the first paper in this series, a variational data assimilation of ideal tropical cyclone (TC) tracks was performed for the statistical-dynamical prediction model SD-90 by the adjoint method, and a prediction of TC tracks was made with good accuracy for tracks containing no sharp turns. In the present paper, the cases of real TC tracks are studied. Due to the complexity of TC motion, attention is paid to the diagnostic research of TC motion. First, five TC tracks are studied. Using the data of each entire TC track, by the adjoint method, five TC tracks are fitted well, and the forces acting on the TCs are retrieved. For a given TC, the distribution of the resultant of the retrieved force and Coriolis force well matches the corresponding TC track, i.e., when a TC turns, the resultant of the retrieved force and Coriolis force acts as a centripetal force, which means that the TC indeed moves like a particle; in particular, for TC 9911, the clockwise looping motion is also fitted well. And the distribution of the resultant appears to be periodic in some cases. Then, the present method is carried out for a portion of the track data for TC 9804, which indicates that when the amount of data for a TC track is sufficient, the algorithm is stable. And finally, the same algorithm is implemented for TCs with a double-eyewall structure, namely Bilis (2000) and Winnie (1997), and the results prove the applicability of the algorithm to TCs with complicated mesoscale structures if the TC track data are obtained every three hours.
机译:在本系列的第一篇论文中,通过伴随方法对统计动态预测模型SD-90进行了理想热带气旋(TC)轨道的变分数据同化,并以良好的精度对TC轨道进行了预测没有急转弯。在本文中,研究了真实TC轨道的情况。由于TC运动的复杂性,因此对TC运动的诊断研究给予了关注。首先,研究了五个TC轨道。使用每个完整TC轨迹的数据,通过伴随方法,可以很好地拟合五个TC轨迹,并检索作用在TC上的力。对于给定的TC,回收力和科里奥利力的合力分布与相应的TC轨迹完全匹配,即,当TC转动时,回收力和科里奥利力的合力充当向心力,这意味着TC确实像粒子一样运动。特别是对于TC 9911,顺时针旋转运​​动也很合适。在某些情况下,结果的分布似乎是周期性的。然后,针对TC 9804的一部分轨道数据执行本方法,这表明当TC轨道的数据量足够时,算法是稳定的。最后,对双眼结构的TC实现了相同的算法,即Bilis(2000)和Winnie(1997),结果证明,如果获得TC轨迹数据,该算法对具有复杂中尺度结构的TC的适用性。每三个小时。

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