Abstract
This paper reports on the design of frequency-dependent feed networks for linear antenna arrays with minimum half-power beamwidth (HPBW) variation in more than one octave of the frequency spectrum. The proposed approach is based on: i) frequency-dependent power dividers that gradually shift the RF power from the outer elements of the array to the inner ones with the increase of frequency and ii) uniformly or non-uniformly-spaced directive antenna elements. The operating principles and design trade-offs of the concept are presented through ideal simulations of four- and six-element antenna arrays shaped by isotropic or directive radiators. It is shown that by employing directive antenna elements and non-uniform spacing, minimum HPBW variation can be obtained in a broad bandwidth (BW, e.g., 3:1). For physical verification purposes, two frequency-dependent feed networks and Vivaldi antenna elements were designed, manufactured, and measured. The first network feeds a uniformly-spaced four-element array of Vivaldi antennas and demonstrates a 58% HPBW variation in a 3:1 of BW. The second network feeds a non-uniformly-spaced six-element Vivaldi array and results in a 67% HPBW variation in a 2.5:1 of BW.
Highlights
B ROADBAND antennas and antenna arrays are essential in a wide range of applications; from generation communications (e.g., 5G), to spectrum sensing and wideband instrumentation systems [1]–[5]
Frequency-stable radiation patterns are critical in amplitude-only direction finding, which relies on careful comparisons between one or more beams to determine the angle of arrival [16], [17]
This paper reported on the design and practical development of broadband linear antenna arrays with minimal HPBW variation
Summary
B ROADBAND antennas and antenna arrays are essential in a wide range of applications; from generation communications (e.g., 5G), to spectrum sensing and wideband instrumentation systems [1]–[5]. The simulated radiation patterns of the antenna are imported into an optimizer (e.g., MATLAB) to specify the element spacing and weighting functions for the desired HPBW, SLL, and frequency range using interior-point optimization This initial optimization does not include coupling between the antenna elements, so the overall array ( with the correct spacing determined) needs to be simulated in the full-wave simulator in order to accommodate the presence of coupling. Both paths of the crossover present a return loss greater than 20 dB and the isolation between the two perpendicular RF paths is greater than 25 dB
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