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Symbiotic Sensing and Communication: Framework and Beamforming Design
Journal article   Peer reviewed

Symbiotic Sensing and Communication: Framework and Beamforming Design

Fanghao Xia, Zesong Fei, Xinyi Wang, Weijie Yuan, Qingqing Wu, Yuanwei Liu and Tony Q. S. Quek
IEEE transactions on wireless communications, Vol.24(3), pp.2417-2434
01/03/2025

Abstract

Array signal processing Communication systems Cramér-Rao lower bound Electronic mail Estimation Hardware hybrid analog-digital beamforming Interference Millimeter wave communication penalty dual decomposition Radar Sensors Symbiosis symbiotic sensing and communications
In this paper, we propose a novel symbiotic sensing and communication (SSAC) framework, comprising a base station (BS) and a passive sensing node. In particular, the BS transmits communication waveform to serve vehicle users (VUEs), while the sensing node is employed to execute sensing tasks based on the echoes in a bistatic manner, thereby avoiding the issue of self-interference. Besides the weak target of interest, the sensing node tracks VUEs and shares sensing results with BS to facilitate sensing-assisted beamforming. By considering both fully digital arrays and hybrid analog-digital (HAD) arrays, we investigate the beamforming design in the SSAC system. We first derive the Cramér-Rao lower bound (CRLB) of the two-dimensional angles of arrival estimation as the sensing metric. Next, we formulate an achievable sum rate maximization problem under the CRLB constraint, where the channel state information is reconstructed based on the sensing results. Then, we propose two penalty dual decomposition (PDD)-based alternating algorithms for fully digital and HAD arrays, respectively. Simulation results demonstrate that the proposed algorithms can achieve an outstanding data rate with effective localization capability for both VUEs and the weak target. In particular, the HAD beamforming design exhibits remarkable performance gain compared to conventional schemes, especially with fewer radio frequency chains.

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