DocumentCode
973597
Title
Theory of frequency scanning of antennas
Author
Ishimaru, A. ; Tuan, H.-S.
Author_Institution
University of Washington, Seattle, WA, USA
Volume
10
Issue
2
fYear
1962
fDate
3/1/1962 12:00:00 AM
Firstpage
144
Lastpage
150
Abstract
This paper presents the theory of
scanning for a linear array and Tchebycheff array by frequency variation and discusses the relationships between the linear array theory and the
diagram of periodic structures. Each element is excited by a slow-wave structure which is either nondispersive or dispersive. At a center frequency, the spacing is an integral multiple of guide wavelength
. It is shown that this is in fact the -
th space harmonic in the so-called forbidden region, and all the other harmonics are slow. For a given frequency range, the necessary phase velocity and other parameters are determined in order to obtain
scanning without causing other main beams, and the example is carried out for the
-band frequency range.
scanning for a linear array and Tchebycheff array by frequency variation and discusses the relationships between the linear array theory and the
diagram of periodic structures. Each element is excited by a slow-wave structure which is either nondispersive or dispersive. At a center frequency, the spacing is an integral multiple of guide wavelength
. It is shown that this is in fact the -
th space harmonic in the so-called forbidden region, and all the other harmonics are slow. For a given frequency range, the necessary phase velocity and other parameters are determined in order to obtain
scanning without causing other main beams, and the example is carried out for the
-band frequency range.Keywords
Chebyshev arrays; Frequency-scanned arrays; Antenna arrays; Antenna theory; Antennas and propagation; Frequency; Goniometers; Linear antenna arrays; Optical arrays; Propagation constant;
fLanguage
English
Journal_Title
Antennas and Propagation, IRE Transactions on
Publisher
ieee
ISSN
0096-1973
Type
jour
DOI
10.1109/TAP.1962.1137834
Filename
1137834
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