4.6 Article

A 4 Χ 4 Millimeterwave-Frequency Butler Matrix in Grounded Co-Planar Waveguide Technology for Compact Integration With 5G Antenna Arrays

Journal

Publisher

IEEE-INST ELECTRICAL ELECTRONICS ENGINEERS INC
DOI: 10.1109/TMTT.2022.3178073

Keywords

Beamforming; Butler matrix; crossover; fifth generation (5G); grounded co-planar waveguide (GCPW); hybrid coupler; millimeterwave (mmWave); multilayer printed circuit board (PCB); size; weight; power; cost (SWaP-C)

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This article presents a novel 4 Chi 4 Butler matrix integrated with a highly efficient and broadband 1 Chi 4 cavity-backed patch antenna array, providing a wide operational frequency range for the fifth-generation (5G) bands. The optimized Butler matrix exhibits low insertion loss, small amplitude imbalance, and high isolation between input ports.
This article presents a novel 4 Chi 4 Butler matrix implemented in the grounded co-planar waveguide (GCPW) technology, compactly integrated with a highly efficient and broadband 1 Chi 4 air-filled substrate integrated waveguide (AFSIW) cavity-backed patch antenna array (AA), giving rise to a broad operational frequency range [23.75, 31 GHz] (26.5%) covering the n257, n258, and n261 fifth-generation (5G) bands. Three novel quadrature hybrid couplers and two crossovers are designed and compared to obtain the optimal building blocks for the Butler matrix. Within each of the supported 5G bands, the measured excess insertion loss of the optimized Butler matrix remains smaller than 3.5dB with a maximal amplitude imbalance of +/- 0.9dB. Isolation between input ports is higher than 16.4dB. A maximal measured realized gain of 12.3dBi is obtained for the Butler matrix with integrated 1 Chi 4 AA while ensuring a -3-dB beamwidth coverage of 110 degrees. The main beamsteering directions of [-40 degrees, -14 degrees, 14 degrees, 40 degrees] exhibit measured deviations that stay within +/- 3 degrees. The fabricated Butler matrix with AA features a very compact footprint of 21.4 mm Chi 46.0 mm Chi 2 mm [2 lambda(0) x 4.3 lambda(0) x 0.2 lambda(0)].

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