4.7 Article

Power Pattern Synthesis With Peripherally Excited Phased Arrays

Journal

IEEE TRANSACTIONS ON ANTENNAS AND PROPAGATION
Volume 71, Issue 8, Pages 6390-6398

Publisher

IEEE-INST ELECTRICAL ELECTRONICS ENGINEERS INC
DOI: 10.1109/TAP.2023.3284145

Keywords

Beamforming; equivalence principle; phased array; shaped beam

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Peripherally excited (PEX) phased arrays can achieve various shaped beams by controlling the magnitude and phase of the antenna's peripheral sources, offering a simple and cost-effective solution. A linear system of equations is developed using a simple model of fields in a parallel-plate waveguide to find the best peripheral source excitations that approximate a desired field pattern. The model successfully synthesizes uniform broadside beams and cosecant beams with higher aperture illumination efficiency than equal-amplitude excitation. The linear system can be integrated with particle swarm optimization (PSO) for controlled sidelobe levels, flat-top, and multibeam patterns, demonstrating good agreement with ideal and predicted beams in full-wave simulation.
Peripherally excited (PEX) phased arrays have been demonstrated as an effective way to realize some aspects of phased array performance with a simple design and reduced cost. This work develops a method to realize shaped beams with PEX arrays by controlling the relative magnitude and phase of the antenna's peripheral sources. Through a simple model of fields in a parallel-plate waveguide, a linear system of equations can be defined and solved to find the peripheral source excitations that best approximate a desired field pattern. This model is used to solve for a uniform broadside beam and yields a higher aperture illumination efficiency than a broadside beam obtained from an equal-amplitude excitation. A cosecant beam is also synthesized, showing good agreement with the goal beam pattern. The linear system of equations can be easily integrated into other beam synthesis techniques for increased design flexibility. A particle swarm optimization (PSO) is used to solve for controlled sidelobe levels, flat-top, and multibeam patterns. Beams realized with full-wave simulation show good agreement with the ideal and predicted beams.

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