2012
DOI: 10.1109/tap.2012.2207363
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Superdirective Magnetic Dipole Array as a First-Order Probe for Spherical Near-Field Antenna Measurements

Abstract: Abstract-The theory as well as numerical and experimental results are presented for a superdirective array composed of closely spaced electrically small resonant magnetic dipole elements. The array operates on a metal ground plane and can exhibit a maximum directivity of 11.5 dBi, 15.2 dBi, and 17.8 dBi (including 3 dB due to the ground plane), for 2, 3, and 4 magnetic dipoles, respectively. The array is self-resonant and is directly excited by a 50-ohm coaxial cable through the ground plane. The array radiate… Show more

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Cited by 56 publications
(37 citation statements)
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“…Antennas with a higher directivity than typical antennas of the same size are often referred to as superdirective antennas [8,56,79,84]. The increase of the Q-factor for small antennas with high directivity is analyzed by adding the constraint D ≥ D 0 to (6.4).…”
Section: Superdirectivity and Prescribed Radiation Patternsmentioning
confidence: 99%
“…Antennas with a higher directivity than typical antennas of the same size are often referred to as superdirective antennas [8,56,79,84]. The increase of the Q-factor for small antennas with high directivity is analyzed by adding the constraint D ≥ D 0 to (6.4).…”
Section: Superdirectivity and Prescribed Radiation Patternsmentioning
confidence: 99%
“…Despite being approximate, expression (1) immediately suggests how the bandwidth of a superdirective array can be improved -by extending the bandwidth of individual array elements (reducing Q e ) and by manipulating the geometry of the array to reduce Q g . In our case, individual array elements are in fact electrically small self-resonant magnetic dipole antennas [2], and thus the Q theory of electrically small antennas applies here. In particular, the Chu lower bound on Q [7] is inversely proportional to the cube of the electrical size of an antenna…”
Section: Improving the Bandwidth Of A Superdirectivementioning
confidence: 99%
“…Further bandwidth improvement can be gained by efficiently utilizing the volume surrounding an electrically small antenna. For example, being effectively thin disks in shape, the capacitively loaded loops (CLL) used as array elements in [2] are inherently inferior in terms of Q to volumetric magnetic dipole antennas of the same size. This comes from the fact that the lower bound on Q for a thin disk is about 2.2 times higher than that for a spherical magnetic dipole of the same radius in free space (6.7Q Chu and 3.0Q Chu , respectively [8]; both values are for ka = 0.1); the potential bandwidth is therefore 2.2 times narrower.…”
Section: Improving the Bandwidth Of A Superdirectivementioning
confidence: 99%
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