DocumentCode
1555034
Title
Antenna-Generalized Scattering Matrix in Terms of Equivalent Infinitesimal Dipoles: Application to Finite Array Problems
Author
Izquierdo, Juan F. ; Rubio, Jesús ; Zapata, Juan
Author_Institution
Dept. de Tecnol. de los Comput. y de las Comun., Univ. de Extremadura, Caceres, Spain
Volume
60
Issue
10
fYear
2012
Firstpage
4601
Lastpage
4609
Abstract
A full-wave antenna modeling method by means of elementary sources described in terms of colocalized infinitesimal dipoles is presented in this paper. The procedure provides a generalized scattering matrix (GSM) in terms of equivalent infinitesimal dipoles from the GSM of the antenna by using rotation and translation of spherical modes. The number of equivalent infinitesimal dipoles and their positions are optimized by using a genetic algorithm. The application to the full-wave analysis of arrays is also presented, providing very accurate results even when the minimum spheres of the antennas in the array environment overlap considerably, which cannot be solved by the direct coupling of generalized scattering matrices in terms of spherical waves. Some examples of antenna modeling and their application to the analysis of arrays of antennas on a metallic plane will be shown.
Keywords
S-matrix theory; dipole antenna arrays; genetic algorithms; GSM; antenna-generalized scattering matrix; array environment; colocalized infinitesimal dipoles; elementary sources; equivalent infinitesimal dipoles; finite array problems; full-wave analysis; full-wave antenna modeling method; generalized scattering matrices; genetic algorithm; metallic plane; spherical modes; spherical waves; Antenna arrays; Arrays; Dipole antennas; Finite element methods; GSM; Mutual coupling; Scattering; Antenna-generalized scattering matrix; elementary sources; generalized scattering matrix; genetic algorithms; infinitesimal dipoles; spherical waves; translational addition theorems;
fLanguage
English
Journal_Title
Antennas and Propagation, IEEE Transactions on
Publisher
ieee
ISSN
0018-926X
Type
jour
DOI
10.1109/TAP.2012.2207348
Filename
6236057
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