HyperTracking

IF 3.6 Q2 COMPUTER SCIENCE, INFORMATION SYSTEMS
Xiaoqiang Xu, Xuanqi Meng, Xinyu Tong, Xiulong Liu, Xin Xie, Wenyu Qu
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Abstract

Wireless sensing technology allows for non-intrusive sensing without the need for physical sensors worn by the target, enabling a wide range of applications, such as indoor tracking, and activity identification. To theoretically reveal the fundamental principles of wireless sensing, the Fresnel zone model has been introduced in the field of Wi-Fi sensing. While the Fresnel zone model is effective in explaining the sensing mechanism in line-of-sight (LoS) scenarios, achieving accurate sensing in non-line-of-sight (NLoS) situations continues to pose a significant challenge. In this paper, we propose a novel theoretical model called the Hyperbolic zone to reveal the fundamental sensing mechanism in NLoS scenarios. The main principle is to eliminate the complex NLoS path shared among different transmitter-receiver pairs, which allows us to obtain a series of simple "virtual" reflection paths among receivers. Since these "virtual" reflection paths satisfy the properties of the hyperbola, we propose the hyperbolic tracking model. Based on the proposed model, we implement the HyperTracking system using commercial Wi-Fi devices. The experimental results show that the proposed hyperbolic model is suitable for accurate tracking in both LoS and NLoS scenarios. We can reduce 0.36 m tracking error in contrast to the Fresnel zone model in NLoS scenarios. When we utilize the proposed hyperbolic model to train a typical LSTM neural network, we are able to further reduce the tracking error by 0.13 m and save the execution time by 281% with the same data. As a whole, our method can reduce the tracking error by 54% in NLoS scenarios compared with the Fresnel zone model.
超级跟踪
无线传感技术可以实现非侵入式传感,而不需要目标佩戴物理传感器,从而实现了室内跟踪和活动识别等广泛应用。为了从理论上揭示无线传感的基本原理,Wi-Fi 传感领域引入了菲涅尔区模型。虽然菲涅尔区模型能有效解释视距(LoS)情况下的传感机制,但在非视距(NLoS)情况下实现精确传感仍然是一个重大挑战。在本文中,我们提出了一种名为 "双曲区 "的新型理论模型,以揭示非视距(NLoS)场景下的基本传感机制。其主要原理是消除不同发射机-接收机对之间共享的复杂 NLoS 路径,从而在接收机之间获得一系列简单的 "虚拟 "反射路径。由于这些 "虚拟 "反射路径符合双曲线的特性,因此我们提出了双曲线跟踪模型。基于所提出的模型,我们利用商用 Wi-Fi 设备实现了 HyperTracking 系统。实验结果表明,所提出的双曲线模型适用于 LoS 和 NLoS 场景下的精确跟踪。在 NLoS 场景中,与菲涅尔区模型相比,我们可以减少 0.36 米的跟踪误差。当我们利用所提出的双曲模型来训练一个典型的 LSTM 神经网络时,在相同数据的情况下,我们能将跟踪误差进一步降低 0.13 米,并将执行时间节省 281%。总体而言,与菲涅尔区域模型相比,我们的方法可将 NLoS 场景下的跟踪误差降低 54%。
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来源期刊
Proceedings of the ACM on Interactive, Mobile, Wearable and Ubiquitous Technologies
Proceedings of the ACM on Interactive, Mobile, Wearable and Ubiquitous Technologies Computer Science-Computer Networks and Communications
CiteScore
9.10
自引率
0.00%
发文量
154
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