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基于修正有效介质理论的二维鲁内伯格透镜离散化

Discretization of two-dimensional Luneburg lens based on the correctional effective medium theory.

作者信息

Sun Zhiwei, Liu Chao, Xu Ruolei, Gong Heling, Xuan Xiaobo, Liu Run, Du Mingzhu, Cao Hailin

出版信息

Opt Express. 2021 Oct 11;29(21):33434-33444. doi: 10.1364/OE.439230.

Abstract

The Luneburg lens is widely applied in both the optical and microwave regimes because it offers high gain and a wide beam-scanning range. However, Luneburg lens typically suffer from low efficiency which is caused by the dielectric loss of medium employed. To address this issue, we propose herein a general method for discretization of two-dimensional Luneburg lens based on correctional effective-medium theory. In discrete Luneburg, the efficiency is not dependent on the employed medium roughly because that the main component in the lens is air, resulting into a significant improvement of efficiency. Subsequently, a systemic study of lens discretization is presented, which is validated by a discrete Luneburg lens easily fabricated by using 3D printing. In addition, a novel wave-patch reduction feature allows the discrete lens to function as well. This work presents a fundamental theory for lens discretization, which is valid not only for the Luneburg lens but also for other types of lenses. It can be applied in imaging, antennas, or phase manipulation in both the optical and microwave bands.

摘要

鲁内伯格透镜在光学和微波领域都有广泛应用,因为它具有高增益和宽波束扫描范围。然而,鲁内伯格透镜通常效率较低,这是由所使用介质的介电损耗导致的。为了解决这个问题,我们在此提出一种基于修正有效介质理论的二维鲁内伯格透镜离散化通用方法。在离散鲁内伯格透镜中,效率大致不依赖于所使用的介质,因为透镜中的主要成分是空气,从而使效率得到显著提高。随后,对透镜离散化进行了系统研究,并通过使用3D打印轻松制造的离散鲁内伯格透镜进行了验证。此外,一种新颖的波片缩减特性也使离散透镜能够正常工作。这项工作提出了透镜离散化的基本理论,它不仅对鲁内伯格透镜有效,对其他类型的透镜也有效。它可应用于光学和微波波段的成像、天线或相位操纵。

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