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Secure Beamforming Design for Multi-Color Visible Light Communication Systems

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Abstract

Visible light communication (VLC), offering high bandwidth and resisting electromagnetic interference, is a promising optical wireless communication technology for next-generation wireless communication systems (NG-WCS). On the other hand, multi-color VLC (MC-VLC), enabling the use of wavelength-division multiplexing by exploiting multiple wavelengths within the visible spectrum, offers significant potential for high-speed data transmission, which plays a critical role in addressing the ultra-low latency demands in NG-WCS. Data security is crucial in NG-WCS due to the rapid expansion of Internet of Things (IoT) devices and the rise of ultra-low-latency and mission-critical applications. The literature on physical layer security (PLS), which plays a pivotal role in enabling data security, is limited for MC-VLC systems, and existing studies do not consider the impact of inter-color interference (ICI). Considering ICI, this paper focuses on solving the secrecy rate maximization problem in MC-VLC systems that use beamforming PLS techniques. The optimization problems are formulated to find optimal beamformers maximizing the secrecy rates in MC-VLC systems for the cases of no-ICI and ICI, resulting in non-convex and NP-hard problems. This paper proposes ZF beamforming designs that facilitate implementations into practical MC-VLC systems by converting non-convex optimization problems into easily solvable linear programming problems. Numerical results show that the proposed ZF beamformer achieves the optimal solution in the no-ICI case and remains near-optimal in the ICI case when optical filters with appropriate passband boundaries, effectively attenuating ICI, are used. Additionally, the proposed designs provide higher secrecy rates than traditional ZF beamformers.

Description

Fields of Science

0202 electrical engineering, electronic engineering, information engineering, 02 engineering and technology

Citation

WoS Q

Scopus Q

Volume

13

Issue

Start Page

144995

End Page

145006
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