摘要
基于特定参数下的因斯高斯Ince-Gaussian(IG)光束的奇偶模式线性叠加,提出了一种每个光瓣均为"V"字形的光束模式(VIG模式)。通过实验与数值模拟对所提VIG模式进行分析研究,结果发现VIG模式的"V"字形光瓣个数为其阶数的两倍。通过给奇偶模式施加一个初始相位差可以自由调控"V"字形光瓣连续分离为一大一小两个光瓣,并且可以对调两个光瓣的空间位置。通过力场分析发现,VIG模式有望应用于细胞分选。通过两个偶模一个奇模阶数比为1∶3∶2进行叠加,可以生成三个分支的VIG模式。
Based on the linear superposition of the odd and even modes of the Ince-Gaussian(IG)beam,a novel V-shaped IG beam mode is proposed,called as V-shaped Ince-Gaussian mode(VIG mode),in which each light petal has a V-shaped structure.The experimental and numerical simulation results show that the number of V-shaped petals is twice as much as the order of the VIG mode.Given an initial phase difference between the odd and even modes,each V-shaped petal in VIG modes is split into a large and a small light petals.Moreover,this splitting process is freely controlled and the spatial positions of these two separated petals are able to exchange.The analysis of the force field of the VIG mode shows that the VIG mode is expected to be a candidate beam for cell sorting.Further,if the linear superposition is conducted by two even modes and one odd mode with order ratio of 1∶3∶2,a three branches VIG mode can be generated.
作者
张浩
马海祥
李新忠
李贺贺
唐苗苗
王静鸽
汤洁
王屹山
聂兆刚
李秀芳
Zhang Hao;Ma Haixiang;Li Xinzhong;Li Hehe;Tang Miaomiao;Wang Jingge;Tang Jie;Wang Yishan;Nie Zhaogang;Li Xiufang(School of Physics and Engineering, Henan University of Science and Technology, Luogang, Henan 471023;Henan Key Laboratory of Photoelectric Energy Storage Materials and Applications, Luoyang, Henan 471023, China;State Key Laboratory of Transient Optics and Photonics, Xi'an Institute of Optics and Precision Mechanics, Chinese Academy of Sciences, Xi'an, Shaanxi 710119, China;School of Physics and Optoelectronic Engineering, Guangdong University of Technology Guangzhou, Guangdong 510006, China;Daheng New Epoch Technology Inc. , Beijing 100085, China)
出处
《光学学报》
EI
CAS
CSCD
北大核心
2018年第6期296-304,共9页
Acta Optica Sinica
基金
国家自然科学基金(61775052
11704098)
关键词
物理光学
因斯高斯模式
空间模式分布
力场分析
physical optics
Ince-Gaussian mode
spatial pattern distribution
force field analysis