增强室内毫米波无线电通信:RSS 地图估计的概率方法

Daiki Kodama, Kenji Ohira, Hideyuki Shimonishi, Toshiro Nakahira, Daisuke Murayama, Tomoaki Ogawa
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引用次数: 0

摘要

在网络物理系统(CPS)中,无线通信的可靠性对确保安全至关重要。例如,接收信号强度(RSS)图对机器人的安全操作尤其有利。然而,准确估算 RSS 地图是一项重大挑战,尤其是在宽带通信采用较高频段时。因此,不仅要进一步提高估算的准确性(这也是许多现有方法的目标),还要设计出能够容忍估算误差的系统。在本文中,我们提出了一种构建数字孪生的方法,该方法使用概率分布来表示无线网络的质量。事实证明,以概率方式表示数据对于风险敏感型机器人控制或基站定位的稳健规划非常有效。我们建议使用一种称为马尔可夫随机场(MRF)的图形模型来描述 RSS 地图的空间结构。空间内各点 RSS 值的概率分布作为 MRF 的边际概率提供。然后,我们在自己的 28 GHz 专用 5G 环境中对所提出的方法进行了评估,并广泛研究了室内毫米波无线电通信的特性。我们证实,使用所提出的方法,每个估计点都能通过概率分布得到很好的估计。此外,我们还讨论了基于概率分布的容错设计。通过根据估计分布的标准偏差确定估计期望值的余量,可以比为每个点确定统一余量更有效地设置余量。
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Enhancing Indoor Millimeter Radio Communication: A Probabilistic Approach to RSS Map Estimation
In Cyber-Physical Systems (CPS), the reliability of wireless communication is paramount to ensuring safety. Received Signal Strength (RSS) map is particularly beneficial for safe robot operation, for example. However, accurately estimating an RSS map poses significant challenges, particularly when higher frequency bands are employed for broadband communications. Therefore, it is also important to not only further enhance the accuracy of the estimation, which is the target of many existing methods, but also design system that can tolerate errors in the estimation. In this paper, we propose a method for constructing a digital twin that represents the quality of the wireless network using probability distributions. Representing data probabilistically proves effective for risk-sensitive robot control or robust planning of base station positioning. We propose using a graphical model known as Markov Random Field (MRF), to depict the spatial structure of the RSS map. The probability distribution of the RSS value at each point within the space is provided as the marginal probabilities of the MRF. We then evaluated the proposed method in our own 28 GHz Private 5G environment and extensively studied the characteristics of indoor millimeter radio communication. We confirmed that each estimated point can be well estimated by probability distribution using the proposed method. In addition, the design of error toler-ance based probability distribution is discussed. By determining a margin on the estimated expected value based on the standard deviation of the estimated distribution, the margin can be set more efficiently than by determining a uniform margin for each points.
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