A measurement data-based investigation of fading modeling for indoor THz wireless systems

Evangelos N. Papasotiriou, Alexandros-Apostolos A. Boulogeorgos, Angeliki Alexiou
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Abstract

The terahertz (THz) band offers a vast amount of still unallocated bandwidth, which makes it a promising enabler for future sixth generation wireless systems. The high frequencies of the THz band lead to a significantly reduced multipath richness of the propagating THz signals. However, there are still paths that can carry a significant amount of power. As a result, the THz band small-scale fading characterization is of particular interest and the appropriate stochastic distributions that best fit the empirical channels need to be identified. This work investigates the suitability of the 'alpha-mu', Rice and Nakagami-m distributions to adequately model the small-scale fading statistics of the channel gain measurements of various Line-of-Sight (LoS) and Non-Line-of-Sight (NLoS) indoor THz wireless links. The fitting accuracy of the examined analytical distributions is validated by means of the Kolmogorov-Smirnov test, the Kullback-Leibler divergence, the logarithmic Kolmogorov-Smirnov test and the root-mean-square-error. Also, the ergodic capacity based on the channel gain measurements as well as on the 'alpha-mu', Rice and Nakagami-m distributions is presented. Based on the fitting accuracy metrics the Rice and 'alpha-mu' yield the best fit for the LoS and NLoS links, respectively. The Nakagami-m does not fit the empirical distributions for any of the presented links. Furthermore, insights are provided for the ranges of the extracted values of the analytical distributions in LoS and NLoS transmission conditions.
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基于测量数据的室内太赫兹无线系统衰落建模研究
太赫兹(THz)频段提供了大量尚未分配的带宽,这使其成为未来第六代无线系统的有希望的推手。太赫兹波段的高频率导致传播太赫兹信号的多径丰富度显著降低。然而,仍然有一些路径可以携带大量的能量。因此,太赫兹波段的小尺度衰落特性是特别有趣的,需要确定最适合经验信道的适当随机分布。这项工作研究了“alpha-mu”,Rice和Nakagami-m分布的适用性,以充分模拟各种视距(LoS)和非视距(NLoS)室内太赫兹无线链路的信道增益测量的小尺度衰落统计。通过Kolmogorov-Smirnov检验、Kullback-Leibler散度、对数Kolmogorov-Smirnov检验和均方根误差验证了所检验的分析分布的拟合精度。此外,还介绍了基于信道增益测量以及'alpha-mu', Rice和Nakagami-m分布的遍历容量。基于拟合精度度量,Rice和'alpha-mu'分别对LoS和NLoS链路产生最佳拟合。Nakagami-m不适合任何一个所提出的联系的经验分布。此外,还提供了LoS和NLoS传输条件下分析分布的提取值的范围。
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