叠加原理
引力奇点
奇点
极化(电化学)
高斯分布
线极化
物理
正交偏振光谱成像
俘获
光学
经典力学
激光器
数学分析
量子力学
化学
数学
物理化学
生物
生态学
作者
Jinwen Wang,Yun Chen,Claire Marie Cisowski,Xin Yang,Chengyuan Wang,Lei Han,Fuli Li,Hong Gao,Sonja Franke‐Arnold
摘要
We present a numerical and experimental study of polarization singularity arrays, which are generated by the coherent superposition of orthogonal, linearly polarized, even and odd Ince–Gaussian (IG) beams. The generated array consists of multiple polarization singularities of different types. The type of the polarization singularities can be adjusted effectively by switching the linear polarization states of two IG modes and by modifying the relative phase factor. In addition, we study the evolution of the arrays with the ellipticity parameter, which leads to the splitting and spatial rearrangement of polarization singularities. This work may have implications for material processing, optical trapping, and manipulation.
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