A Flat-Panel 8 × 8 Wideband K-/Ka-Band Dual Circularly Polarized Phased Array Antenna for CubeSat Communications

光学 宽带 符号 物理 数学 计算机科学 算术
作者
Sanghamitro Das,Satish K. Sharma,Seth W. Waldstein,James M. Downey,Bryan L. Schoenholz,Sarah M. Dever,James A. Nessel,Rudraishwarya Banerjee
出处
期刊:IEEE Transactions on Antennas and Propagation [IEEE Antennas & Propagation Society]
卷期号:71 (5): 4153-4166 被引量:13
标识
DOI:10.1109/tap.2023.3255640
摘要

A novel flat-panel $8\times 8$ wideband dual circularly polarized (CP) electronically scanned phased array antenna is proposed, which covers the satellite communications bands of 22.55–23.55 and 25.5–27.5 GHz. A CP stacked microstrip patch antenna is used as the element radiator with a structural modification on the parasitic patch to minimize gain variation. Since the axial ratio (AR) bandwidth of the element radiator is inherently narrow, sequential rotation is employed to yield a wide AR bandwidth while forming the $2\times 2$ subarray, which is then used as a building block to construct the larger $8\times 8$ phased array. The phased array has a simulated scan range of ±51°, $\boldsymbol {\pm }46^{\circ }$ , and $\boldsymbol {\pm }36^{\circ }$ at 23, 24, and 26.5 GHz, respectively, assuming $\boldsymbol {\le }3$ dB scan loss and AR. A beamforming network (BFN) is integrated within the stackup of the phased array that comprises a commercially available silicon beamforming chip. This facilitates beam steering through the independent control of the input amplitudes and phases of the individual element radiators. The practical effects of the BFN on the scanning performance of the $8\times 8$ phased array are studied, which is found to slightly degrade the scan ranges. Finally, experiments were performed on the fabricated prototype, and the measured scan data showed good correspondence with their simulated counterparts with $\mathbf {>}41^{\circ }$ and 35° scan ranges (in $\mathbf {+\theta }$ -direction) at 24 and 26.5 GHz, respectively. The corresponding equivalent isotropic radiated power ( $\mathbf {EIRP)}$ and ${G/T}$ of the $8\times 8$ phased array are also estimated through measurements.

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