Characteristics of the Derived Energy Dissipation Rate using the 1-Hz Commercial Aircraft Quick Access Recorder (QAR) Data

Soo-Hyun Kim, Jeonghoe Kim, Jung‐Hoon Kim, H. Chun
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引用次数: 6

Abstract

Abstract. The cube root of the energy dissipation rate (EDR), as a standard reporting metric of atmospheric turbulence, is estimated using 1-Hz quick access recorder data from Korean-based national air carriers with two different types of aircraft [Boeing 737 (B737) and B777], archived for 12 months from January to December 2012. Various EDRs are estimated using zonal, meridional, and derived vertical wind components, and the derived equivalent vertical gust (DEVG). Wind-based EDRs are estimated by (i) second-order structure function (EDR1), (ii) power spectral density (PSD), considering the Kolmogorov’s -5/3 dependence (EDR2), and (iii) maximum-likelihood estimation using the von Kármán spectral model (EDR3). DEVG-based EDRs are obtained mainly by vertical acceleration with different conversions to EDR using (iv) the lognormal mapping technique (EDR4) and (v) the predefined parabolic relationship between the observed EDR and DEVG (EDR5). For the EDR1, second-order structure functions are computed for zonal, meridional, and vertical wind within the defined inertial subrange. For the EDR2 and EDR3, individual PSDs for each wind component are computed using the Fast Fourier Transform over every 2-minute time window. Then, two EDR estimates are computed separately by employing the Kolmogorov-scale slope (EDR2) or prescribed von Kármán wind model (EDR3) within the inertial subrange. The resultant EDR estimates from five different methods follow a lognormal distribution reasonably well, which satisfies the fundamental characteristics of atmospheric turbulence. Statistics (mean and standard deviation) of log-scale EDRs are somewhat different from those found in a previous study using a higher frequency (10 Hz) of in situ aircraft data in the United States, likely due to different sampling rates, aircraft types, and locations. Finally, five EDR estimates capture well the intensity and location of three strong turbulence cases that are relevant to clear-air turbulence (CAT), mountain wave turbulence (MWT), and convectively induced turbulence (CIT), with different characteristics of the observed EDRs: 1) zonal (vertical) wind-based EDRs are stronger in the CAT (CIT) case, while MWT has a peak of EDRs in both zonal and vertical wind-based EDRs, and 2) the CAT and MWT cases occurred by large-scale (synoptic-scale) forcing have more variations in EDRs before and after the incident, while the CIT case triggered by smaller mesoscale convective cell has an isolated peak of EDR.
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基于1hz商用飞机快速存取记录仪(QAR)数据的能量耗散率特性
摘要能量耗散率(EDR)的立方根作为大气湍流的标准报告度量,使用韩国国家航空公司使用两种不同类型的飞机[波音737 (B737)和B777]的1 hz快速存取记录仪数据进行估算,这些数据存档于2012年1月至12月的12个月。利用纬向、经向和导出的垂直风分量以及导出的等效垂直阵风(DEVG)来估计各种edr。基于风能的EDRs通过(i)二阶结构函数(EDR1), (ii)考虑Kolmogorov -5/3依赖性(EDR2)的功率谱密度(PSD)和(iii)使用von Kármán谱模型(EDR3)的最大似然估计来估计。基于DEVG的EDR主要通过垂直加速度获得,并使用(iv)对数正态映射技术(EDR4)和(v)观测到的EDR与DEVG之间预定义的抛物线关系(EDR5)进行不同的EDR转换。对于EDR1,在定义的惯性子范围内计算了纬向风、经向风和垂直风的二阶结构函数。对于EDR2和EDR3,使用快速傅立叶变换在每2分钟的时间窗口内计算每个风分量的psd。然后,在惯性子范围内分别采用kolmogorov尺度斜率(EDR2)或规定的von Kármán风模型(EDR3)计算两个EDR估计。用五种不同的方法估计得到的EDR值相当好地服从对数正态分布,满足大气湍流的基本特征。对数尺度edr的统计数据(平均值和标准差)与先前在美国使用更高频率(10 Hz)的原位飞机数据的研究中发现的数据有些不同,可能是由于不同的采样率、飞机类型和位置。最后,5个EDR估计很好地捕获了与晴空湍流(CAT)、山波湍流(MWT)和对流诱导湍流(CIT)相关的3种强湍流的强度和位置,它们具有不同的观测EDR特征:(1)纬向(垂直)风源的EDR在CAT (CIT)中更强,而MWT在纬向和垂直风源的EDR中都有峰值;(2)大尺度(天气尺度)强迫发生的CAT和MWT在事件前后的EDR变化更大,而由较小的中尺度对流单体触发的CIT则有一个孤立的EDR峰值。
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