A Fast Modeling Method for Large Metallic Periodic Arrays with Variable Parameters

A fast modeling method for metallic periodic arrays with variable parameters is proposed. This method accelerates the solution process by generating a reduced method of moments (MoM) equation using characteristic mode basis functions (CMBF). Additionally, it speeds up the reduced matrix construction process by separating parameters through the empirical interpolation method (EIM). In this paper, the examples of parameter changes in array element size and frequency are presented, with numerical simulations verifying the accuracy and efficiency of our proposed method.

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Published
2024-11-27
DOI
https://doi.org/10.1109/mape62875.2024.10813942
Primary Topic
Advanced Mathematical Modeling in Engineering
Type
article
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article

A Fast Modeling Method for Large Metallic Periodic Arrays with Variable Parameters

Wei Zhou, Lixia Yang, Guangshang Cheng, Zhixiang Huang
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Advanced Mathematical Modeling in Engineering
article

A Fast Modeling Method for Large Metallic Periodic Arrays with Variable Parameters

Wei Zhou, Lixia Yang, Guangshang Cheng, Zhixiang Huang
article en

Abstract

A fast modeling method for metallic periodic arrays with variable parameters is proposed. This method accelerates the solution process by generating a reduced method of moments (MoM) equation using characteristic mode basis functions (CMBF). Additionally, it speeds up the reduced matrix construction process by separating parameters through the empirical interpolation method (EIM). In this paper, the examples of parameter changes in array element size and frequency are presented, with numerical simulations verifying the accuracy and efficiency of our proposed method.

Anhui University (CN)
Openalex Percentile: Top 71%
Advanced Mathematical Modeling in Engineering
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