2022
DOI: 10.1109/twc.2021.3098729
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Scalable 3D Beam-Steering for Directional Millimeter Wave Wireless Networks

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Cited by 2 publications
(6 citation statements)
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“…General beamforming solutions commonly rely on some sort of search algorithm to determine a high-gain beam, possibly from a predefined set of beams [6]- [8]. As the steering vector is easily derived from pose information, a beam focused in the LoS direction can be synthesized directly and efficiently by simply setting the AWV in (2) to the steering vector in (7). This maximizes the gain in (13), as b H a ≤ 1 and a H a = 1 for any normalized a and b.…”
Section: A Challenges and Opportunitiesmentioning
confidence: 99%
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“…General beamforming solutions commonly rely on some sort of search algorithm to determine a high-gain beam, possibly from a predefined set of beams [6]- [8]. As the steering vector is easily derived from pose information, a beam focused in the LoS direction can be synthesized directly and efficiently by simply setting the AWV in (2) to the steering vector in (7). This maximizes the gain in (13), as b H a ≤ 1 and a H a = 1 for any normalized a and b.…”
Section: A Challenges and Opportunitiesmentioning
confidence: 99%
“…2) Sub-Beamforming: Once the AP trajectory as seen from the HMD is determined, the algorithm needs to synthesize a beam covering it. For this step, we represent directions not as the commonly used azimuth-elevation pair (θ, ψ), but rather in UV-coordinates (u, v) with u = cos ψ sin θ and v = sin ψ [7]. While beamwidth depends on the angular distance from broadside for azimuth-elevation (see (14)), the beamwidth is nearly invariant to the beam's direction with UVcoordinates [46].…”
Section: A Sub-beam Generationmentioning
confidence: 99%
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