Phase singularity points in tight focus of linearly polarized optical vortices near the region of reverse energy flow

IF 2.2 3区 物理与天体物理 Q2 OPTICS
S.S. Stafeev , V.V. Kotlyar
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引用次数: 0

Abstract

In this paper, we investigated the behavior of the phase and local wavevector of a tightly focused optical vortex with linear polarization. It was shown that in contrast to a scalar optical vortex, there are some centers of phase singularity points of optical vortices under tight focusing condition. If the topological charge of the focused vortex is equal to one, then the center of the focused vortex is located on the optical axis. If the topological charge is equal to two, then two optical vortices with unit topological charges are observed in the focal plane. These singularity points are shifted from the optical axis and bounded the area of energy backflow. If the topological charge exceeds two, then three optical vortices are formed in the focal plane, two of them have a unit topological charge and are shifted from the optical axis. It was analytically shown that with increasing of topological charge the centers of shifted optical vortices move away from the optical axis.
在反向能量流区域附近的线偏振光涡旋紧聚焦处存在相位奇异点
本文研究了具有线偏振的紧聚焦光涡旋的相位和局域波矢量的行为。结果表明,与标量光涡旋相比,紧聚焦条件下的光涡旋存在一些相位奇异点中心。如果聚焦旋涡的拓扑电荷等于1,则聚焦旋涡的中心位于光轴上。如果拓扑电荷等于2,则在焦平面上观察到两个具有单位拓扑电荷的光涡旋。这些奇异点从光轴上移动,并限定了能量回流的面积。如果拓扑电荷超过2,则在焦平面上形成3个光涡旋,其中2个具有单位拓扑电荷,并且从光轴方向偏移。分析表明,随着拓扑电荷的增加,位移光涡旋的中心逐渐远离光轴。
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来源期刊
Optics Communications
Optics Communications 物理-光学
CiteScore
5.10
自引率
8.30%
发文量
681
审稿时长
38 days
期刊介绍: Optics Communications invites original and timely contributions containing new results in various fields of optics and photonics. The journal considers theoretical and experimental research in areas ranging from the fundamental properties of light to technological applications. Topics covered include classical and quantum optics, optical physics and light-matter interactions, lasers, imaging, guided-wave optics and optical information processing. Manuscripts should offer clear evidence of novelty and significance. Papers concentrating on mathematical and computational issues, with limited connection to optics, are not suitable for publication in the Journal. Similarly, small technical advances, or papers concerned only with engineering applications or issues of materials science fall outside the journal scope.
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