An Efficient Approximate Method for Scattering Response from Infinite Arrays of Nonlinearly Loaded Antenna in the Frequency Domain

In this paper, different arrangements of infinite arrays of nonlinearly loaded antennas are analyzed in the frequency domain by an efficient approximate method and compared with the exact one which are respectively based on the nonlinear current and harmonic balance techniques. In one hand, althoug...

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Main Authors: S. R. Ostadzadeh, M. Salehi, B. Jafari
Format: Article
Language:English
Published: Advanced Electromagnetics 2022-05-01
Series:Advanced Electromagnetics
Subjects:
Online Access:https://aemjournal.org/index.php/AEM/article/view/1844
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author S. R. Ostadzadeh
M. Salehi
B. Jafari
author_facet S. R. Ostadzadeh
M. Salehi
B. Jafari
author_sort S. R. Ostadzadeh
collection DOAJ
description In this paper, different arrangements of infinite arrays of nonlinearly loaded antennas are analyzed in the frequency domain by an efficient approximate method and compared with the exact one which are respectively based on the nonlinear current and harmonic balance techniques. In one hand, although the exact method is suitable for strongly nonlinear load, it is suffering from gradient operation and initial guess in the iteration process especially under multi-tone excitations. On the other hand, although the approximate method is very efficient, it is limited to weakly nonlinear loads and low-valued incident waves. Finally, acceptable ranges for application of the approximate method versus different parameters such as nonlinearity effect of the load and the magnitude of incident wave are extracted.
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spelling doaj.art-fb551eb80e9744a1b9c3a6c1085d5b252022-12-22T00:29:27ZengAdvanced ElectromagneticsAdvanced Electromagnetics2119-02752022-05-01112An Efficient Approximate Method for Scattering Response from Infinite Arrays of Nonlinearly Loaded Antenna in the Frequency DomainS. R. Ostadzadeh0M. Salehi1B. Jafari2Arak universityArak UniversityArak University In this paper, different arrangements of infinite arrays of nonlinearly loaded antennas are analyzed in the frequency domain by an efficient approximate method and compared with the exact one which are respectively based on the nonlinear current and harmonic balance techniques. In one hand, although the exact method is suitable for strongly nonlinear load, it is suffering from gradient operation and initial guess in the iteration process especially under multi-tone excitations. On the other hand, although the approximate method is very efficient, it is limited to weakly nonlinear loads and low-valued incident waves. Finally, acceptable ranges for application of the approximate method versus different parameters such as nonlinearity effect of the load and the magnitude of incident wave are extracted. https://aemjournal.org/index.php/AEM/article/view/1844Infinite ArrayNonlinear loadNonlinear current approachHarmonic Balance
spellingShingle S. R. Ostadzadeh
M. Salehi
B. Jafari
An Efficient Approximate Method for Scattering Response from Infinite Arrays of Nonlinearly Loaded Antenna in the Frequency Domain
Advanced Electromagnetics
Infinite Array
Nonlinear load
Nonlinear current approach
Harmonic Balance
title An Efficient Approximate Method for Scattering Response from Infinite Arrays of Nonlinearly Loaded Antenna in the Frequency Domain
title_full An Efficient Approximate Method for Scattering Response from Infinite Arrays of Nonlinearly Loaded Antenna in the Frequency Domain
title_fullStr An Efficient Approximate Method for Scattering Response from Infinite Arrays of Nonlinearly Loaded Antenna in the Frequency Domain
title_full_unstemmed An Efficient Approximate Method for Scattering Response from Infinite Arrays of Nonlinearly Loaded Antenna in the Frequency Domain
title_short An Efficient Approximate Method for Scattering Response from Infinite Arrays of Nonlinearly Loaded Antenna in the Frequency Domain
title_sort efficient approximate method for scattering response from infinite arrays of nonlinearly loaded antenna in the frequency domain
topic Infinite Array
Nonlinear load
Nonlinear current approach
Harmonic Balance
url https://aemjournal.org/index.php/AEM/article/view/1844
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