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Short-term prediction of rain attenuation level and volatility in Earth-to-Satellite links at EHF band

机译:EHF频段地对天卫星链路降雨衰减水平和挥发性的短期预测

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摘要

This paper shows how nonlinear models originally developed in the finance field can be used to predict rain attenuation level and volatility in Earth-to-Satellite links operating at the Extremely High Frequencies band (EHF, 20–50 GHz). A common approach to solving this problem is to consider that the prediction error corresponds only to scintillations, whose variance is assumed to be constant. Nevertheless, this assumption does not seem to be realistic because of the heteroscedasticity of error time series: the variance of the prediction error is found to be time-varying and has to be modeled. Since rain attenuation time series behave similarly to certain stocks or foreign exchange rates, a switching ARIMA/GARCH model was implemented. The originality of this model is that not only the attenuation level, but also the error conditional distribution are predicted. It allows an accurate upper-bound of the future attenuation to be estimated in real time that minimizes the cost of Fade Mitigation Techniques (FMT) and therefore enables the communication system to reach a high percentage of availability. The performance of the switching ARIMA/GARCH model was estimated using a measurement database of the Olympus satellite 20/30 GHz beacons and this model is shown to outperform significantly other existing models. The model also includes frequency scaling from the downlink frequency to the uplink frequency. The attenuation effects (gases, clouds and rain) are first separated with a neural network and then scaled using specific scaling factors. As to the resulting uplink prediction error, the error contribution of the frequency scaling step is shown to be larger than that of the downlink prediction, indicating that further study should focus on improving the accuracy of the scaling factor.
机译:本文说明了如何在金融领域最初开发的非线性模型如何用于预测在极高频率频段(EHF,20-50 GHz)下运行的地对卫星链路的降雨衰减水平和波动性。解决此问题的一种常用方法是考虑预测误差仅与闪烁有关,闪烁的方差假定为常数。然而,由于误差时间序列的异方差性,该假设似乎不切实际:预测误差的方差随时间变化,必须建模。由于降雨衰减时间序列的行为类似于某些股票或外汇汇率,因此实施了ARIMA / GARCH转换模型。该模型的独创性在于不仅可以预测衰减水平,而且可以预测误差条件分布。它允许实时估计未来衰减的准确上限,从而最大程度地减少了淡入淡出缓解技术(FMT)的成本,因此使通信系统能够达到很高的可用性百分比。使用奥林巴斯20/30 GHz信标的测量数据库估算了ARIMA / GARCH交换模型的性能,该模型显示出明显优于其他现有模型的性能。该模型还包括从下行链路频率到上行链路频率的频率缩放。衰减效果(气体,云层和雨水)首先通过神经网络进行分离,然后使用特定的缩放因子进行缩放。对于由此产生的上行链路预测误差,频率缩放步骤的误差贡献显示为大于下行链路预测的误差贡献,这表明进一步的研究应集中在提高缩放因子的准确性上。

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