4.7 Article

Directional neighbor discovery in mmWave wireless networks

Journal

DIGITAL COMMUNICATIONS AND NETWORKS
Volume 7, Issue 1, Pages 1-15

Publisher

KEAI PUBLISHING LTD
DOI: 10.1016/j.dcan.2020.09.005

Keywords

Fifth generation (5G) wireless; Beamforming; Spatial filtering; Directional antenna; Directional neighbor discovery; Initial access; Millimeter wave (mmWave) networks; Spatial rendezvous

Funding

  1. NSF [ECCS-1923717, CNS-1320472]
  2. Wireless Engineering Research and Education Center, Auburn University, Auburn, AL, USA

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This paper proposes a Hunting-based Directional Neighbor Discovery (HDND) scheme for ad hoc mmWave networks, where nodes determine their transmission or reception mode by following a unique sequence and continuously scan the neighborhood for other mmWave nodes. Through rigorous analysis, conditions for ensured neighbor discovery, worst-case discovery time, and the impact of sidelobes are derived, with extensive simulations validating the superior performance of the proposed scheme.
The directional neighbor discovery problem, i.e., spatial rendezvous, is a fundamental problem in millimeter wave (mmWave) wireless networks, where directional transmissions are used to overcome the high attenuation. The challenge is how to let the transmitter and the receiver beams meet in space under deafness caused by directional transmission and reception, where no control channel, prior information, and coordination are available. In this paper, we present a Hunting-based Directional Neighbor Discovery (HDND) scheme for ad hoc mmWave networks, where a node follows a unique sequence to determine its transmission or reception mode, and continuously rotates its directional beam to scan the neighborhood for other mmWave nodes. Through a rigorous analysis, we derive the conditions for ensured neighbor discovery, as well as a bound for the worst-case discovery time and the impact of sidelobes. We validate the analysis with extensive simulations and demonstrate the superior performance of the proposed scheme over several baseline schemes.

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