Computer Science – Numerical Analysis
Scientific paper
Jan 1994
adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1994rasc...29...55w&link_type=abstract
Radio Science (ISSN 0048-6604), vol. 29, no. 1, p. 55-71
Computer Science
Numerical Analysis
Antenna Arrays, Earth (Planet), Error Analysis, High Frequencies, Numerical Analysis, Phase Error, Radar Antennas, Radiation Distribution, Root-Mean-Square Errors, Dipole Moments, Mathematical Models, Random Processes, Vertical Distribution
Scientific paper
The performance of ground-based high-frequency (HF) receiving arrays is reduced when the array elements have electrically small ground planes. The array rms phase error and beam-pointing errors, caused by multipath rays reflected from a nonhomogeneous Earth, are determined for a sparse array of elements that are modeled as Hertzian dipoles in close proximity to Earth with no ground planes. Numerical results are presented for cases of randomly distributed and systematically distributed Earth nonhomogeneities where one-half of vertically polarized array elements are located in proximity to one type of Earth and the remaining half are located in proximity to a second type of Earth. The maximum rms phase errors, for the cases examined, are 18 deg and 9 deg for randomly distributed and systematically distributed nonhomogeneities, respectively. The maximum beampointing errors are 0 and 0.3 beam widths for randomly distributed and systematically distributed nonhomogeneities, respectively.
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