Synthesis of sparse linear array using IFT-inflating deflating exploration algorithm

In this paper, we propose a new antenna array synthesis algorithm (IFT-IDEA), aimed at synthesizing sparse arrays with low sidelobe levels (SLL) under specified sparsity. The algorithm starts by selecting an initial thinned linear array using Iterative Fourier techniques (IFT). Then, it uses convex...

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Published inDigital signal processing Vol. 158; p. 104952
Main Authors Guo, Qiang, Liu, Taiyan, Li, Daren, Huang, Shuai, Kaliuzhnyi, Mykola
Format Journal Article
LanguageEnglish
Published Elsevier Inc 01.03.2025
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Online AccessGet full text
ISSN1051-2004
DOI10.1016/j.dsp.2024.104952

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Abstract In this paper, we propose a new antenna array synthesis algorithm (IFT-IDEA), aimed at synthesizing sparse arrays with low sidelobe levels (SLL) under specified sparsity. The algorithm starts by selecting an initial thinned linear array using Iterative Fourier techniques (IFT). Then, it uses convex optimization to iteratively expand and contract the elements, further optimizing the element excitations and positions to achieve lower sidelobe levels under specified sparsity. During the iterative optimization process, the array's weighted linear density is approximated to a reference value to ensure that all elements are retained. Numerical results demonstrate that IFT-IDEA is effective for synthesizing both symmetric and asymmetric arrays, it also performs well in optimization of large linear array. Additionally, we explored the use of IFT-IDEA for synthesizing low sidelobe patterns with null placement. Compared to other algorithms, IFT-IDEA exhibits superior performance and robustness in the problem of low sidelobe array synthesis.
AbstractList In this paper, we propose a new antenna array synthesis algorithm (IFT-IDEA), aimed at synthesizing sparse arrays with low sidelobe levels (SLL) under specified sparsity. The algorithm starts by selecting an initial thinned linear array using Iterative Fourier techniques (IFT). Then, it uses convex optimization to iteratively expand and contract the elements, further optimizing the element excitations and positions to achieve lower sidelobe levels under specified sparsity. During the iterative optimization process, the array's weighted linear density is approximated to a reference value to ensure that all elements are retained. Numerical results demonstrate that IFT-IDEA is effective for synthesizing both symmetric and asymmetric arrays, it also performs well in optimization of large linear array. Additionally, we explored the use of IFT-IDEA for synthesizing low sidelobe patterns with null placement. Compared to other algorithms, IFT-IDEA exhibits superior performance and robustness in the problem of low sidelobe array synthesis.
ArticleNumber 104952
Author Li, Daren
Liu, Taiyan
Kaliuzhnyi, Mykola
Guo, Qiang
Huang, Shuai
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Keywords Weighting density
Antenna radiation pattern synthesis
Null placement
Iterative Fourier technique (IFT)
Antenna arrays
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Snippet In this paper, we propose a new antenna array synthesis algorithm (IFT-IDEA), aimed at synthesizing sparse arrays with low sidelobe levels (SLL) under...
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Publisher
StartPage 104952
SubjectTerms Antenna arrays
Antenna radiation pattern synthesis
Iterative Fourier technique (IFT)
Null placement
Weighting density
Title Synthesis of sparse linear array using IFT-inflating deflating exploration algorithm
URI https://dx.doi.org/10.1016/j.dsp.2024.104952
Volume 158
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