GBAS protection level calculation with GARCH model

Kun Fang, R. Xue, Yanbo Zhu
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引用次数: 1

Abstract

To eliminate the time correlation and model the heavy distribution tail of ground based augmentation system (GBAS) errors, a method utilizing generalized autoregressive conditional heteroscedasticity (GARCH) model is introduced in this paper. Considering the statistical uncertainty of model parameters, a strategy for using the GARCH model in nonstationary situations is proposed. Based on that, a protection level calculation framework is established with an online/offline structure to calculate error overbound and protection level in real time. As the heavy-tail errors are normalized to standard Gaussian distribution, and all the normalized errors from different satellites and elevation groups are mixed together to calculate Gaussian overbound, the Gaussian overbound is much tighter than the one calculated by classic heavy-tail errors. That leads to smaller protection levels and higher system availability.
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用GARCH模型计算GBAS防护等级
为了消除地面增强系统(GBAS)误差的时间相关性并对其重分布尾进行建模,提出了一种利用广义自回归条件异方差(GARCH)模型的方法。考虑到模型参数的统计不确定性,提出了GARCH模型在非平稳情况下的应用策略。在此基础上,建立了在线/离线结构的防护等级计算框架,实时计算误差越界和防护等级。由于将重尾误差归一化为标准高斯分布,并将不同卫星和高程组的归一化误差混合在一起计算高斯过界,因此高斯过界比经典重尾误差计算的高斯过界要严密得多。这将导致更小的保护级别和更高的系统可用性。
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