Integrated curved-surface conformal frequency selective surface radome

Xiangfeng, 王向峰 Wang; Bingpan, 高炳攀 Gao; Ren, Zhiying; Yanzhang, 林炎章 Lin; Ying, 陈盈 Chen

doi:10.3788/ope.20182606.1362

光学精密工程

2018

DOI: 10.3788/ope.20182606.1362

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Integrated curved-surface conformal frequency selective surface radome

王向峰 Wang Xiangfeng¹,

高炳攀 Gao Bingpan²,

Zhiying Ren³

et al.

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2024

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High-Precision Modeling for Arbitrary Curved Frequency Selective Structures Based on Perfect Mapping Between Thick Surface and Its Minimum Distortion Flat-Unfolding Solution

Minjie

2024

IEEE Access

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How to arrange a periodic array consisted of precise unit-cells on a complex surface has always been a difficulty affecting the application of frequency selective structures. Based on the elastic deformation theory of thin-shell, a perfect mapping between a curved surface and a planar array by using the weighted minimum distortion flat-unfolding solution of the surface is established, and then extended to the 3-Dimensional (3D) case along the thickness direction. With the help of this mapping, the information of unitcell can be mapped to the thick surface structure while maintaining the topological properties of the planar periodic array and the internal structure of the unit-cell. In the mapping process, the deformation of unit-cell on the thick surface structure relative to the original unit-cell can be evaluated, and this deformation has local adjustability. This manuscript provides a class of local unit-cell deformation control algorithms that do not affect the completeness of the mapping. The application effect and potential of this method are demonstrated by an example of a spliced conical radome using a three-layer hybrid unit-cell.

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High-Precision Modeling for Arbitrary Curved Frequency Selective Structures Based on Perfect Mapping Between Thick Surface and Its Minimum Distortion Flat-Unfolding Solution

Minjie

2024

IEEE Access

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Integrated curved-surface conformal frequency selective surface radome

Cited by 1 publication

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High-Precision Modeling for Arbitrary Curved Frequency Selective Structures Based on Perfect Mapping Between Thick Surface and Its Minimum Distortion Flat-Unfolding Solution

High-Precision Modeling for Arbitrary Curved Frequency Selective Structures Based on Perfect Mapping Between Thick Surface and Its Minimum Distortion Flat-Unfolding Solution

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