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On the Multiplicity of Solutions of Taylor Linear Sources Generating Symmetrical Power Patterns with Filled Nulls

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http://hdl.handle.net/2183/17245
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Title
On the Multiplicity of Solutions of Taylor Linear Sources Generating Symmetrical Power Patterns with Filled Nulls
Author(s)
Bregains, Julio
Rodríguez, J. A.
Ares Pena, F. J.
Moreno Piquero, E.
Date
2004-12
Citation
Brégains, Julio Claudio; Rodríguez, J. A.; Ares Pena, F. J.; Moreno Piquero, E. "On the multiplicity of solutions of Taylor linear sources generating symmetrical power patterns with filled nulls ", IEEE Antennas and Propagation Society, 169 - 171 Volume: 3, Issue: 1, Dec. 2004
Abstract
[Abstract] As expressed in earlier works, if filled nulls are required in a power pattern generated by a Taylor line source, their corresponding roots must be complex. This leads to a multiplicity of solutions emerged from the fact that the power pattern keeps unaltered if the signs of the imaginary part of the roots are changed. In view of this attribute, the selection of the most favorable roots set, in terms of variability of amplitude excitation distribution, for example, is allowed. It is shown in this paper that, if the pattern is symmetric, a further consideration, never reported so far, can increase the number of available solutions.
Keywords
Power generation
Null value
Surfaces
Antenna measurements
Length measurement
Physics
Aperture antennas
Mirrors
 
Editor version
http://dx.doi.org/10.1109/LAWP.2004.833708
ISSN
1536-1225
1548-5757
 

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