Zeng Yongxi, Yu Yanzhong, Shen Xi, Chen Jian, Zhan Qiwen
School of Optical-Electrical and Computer Engineering, University of Shanghai for Science and Technology, Shanghai 200093, China.
College of Physics and Information Engineering, Quanzhou Normal University, Fujian 362000, China.
Nanophotonics. 2024 Jan 3;13(2):251-261. doi: 10.1515/nanoph-2023-0741. eCollection 2024 Jan.
Optical skyrmions, which are topological quasi-particles with nontrivial electromagnetic textures, have garnered escalating research interest recently for their potential in diverse applications. In this paper, we present a method for generating tightly focused optical skyrmion and meron topologies formed by electric-field vectors under 4-focusing system, where both the topology types (including Néel-, Bloch-, intermediate- and anti-skyrmion/meron) and the normal direction of the two-dimensional topology projection plane can be tailored at will. By utilizing time-reversal techniques, we analytically derive the radiation pattern of a multiple concentric-ring array of dipoles (MCAD) to obtain the required illumination fields on the pupil planes of the two high numerical aperture lenses. The Deby vector diffraction integral theory is employed to calculate the corresponding tightly focused field, and their topology characteristics are quantitatively evaluated by the electric-field vector distribution. The results demonstrate that arbitrary electric-field based skyrmion and meron can be conveniently generated by adjusting the oscillation direction of each dipole in the MCAD and the normal direction of the dipole array. The generated optical topologies with fully controllable degrees of freedom provide potential applications in optical information processing, transmission, and storage.
光学斯格明子是具有非平凡电磁纹理的拓扑准粒子,因其在各种应用中的潜力,近年来引起了越来越多的研究兴趣。在本文中,我们提出了一种在四聚焦系统下生成由电场矢量形成的紧密聚焦光学斯格明子和磁单极子拓扑结构的方法,其中拓扑类型(包括尼尔型、布洛赫型、中间型和反斯格明子/磁单极子)以及二维拓扑投影平面的法线方向都可以随意定制。通过利用时间反演技术,我们解析推导了偶极子多重同心环阵列(MCAD)的辐射方向图,以获得两个高数值孔径透镜光瞳平面上所需的照明场。采用德拜矢量衍射积分理论来计算相应的紧密聚焦场,并通过电场矢量分布对其拓扑特性进行定量评估。结果表明,通过调整MCAD中每个偶极子的振荡方向和偶极子阵列的法线方向,可以方便地生成任意基于电场的斯格明子和磁单极子。所生成的具有完全可控自由度的光学拓扑结构在光学信息处理、传输和存储方面具有潜在应用。