Radially polarized hollow Gaussian beam with on-axis spiral optical vortex

Optik

Volumn 123, Issue 23, 2012, Pages 2121-2125

  Dong, Xiangmei ^a   Gao, Xiumin ^a   Chen, Jiabi ^a   Zhuang, Songlin ^a  

^a UNIVERSITY OF SHANGHAI FOR SCIENCE AND TECHNOLOGY   (China)

Author keywords

Hollow Gaussian beam; Optical vortex; Vector diffraction theory

Indexed keywords

FOCAL SHIFTS; FOCAL SPOT; FOCUSING PROPERTIES; HOLLOW GAUSSIAN BEAM; OPTICAL AXIS; OPTICAL VORTICES; PHASE PARAMETERS; PHASE WAVEFRONTS; RADIAL COORDINATES; RADIAL PHASE; RADIALLY POLARIZED; TOPOLOGICAL CHARGES; TRANSVERSE DIRECTIONS; VECTOR DIFFRACTION THEORY;

DIFFRACTION; DIFFRACTION GRATINGS; GAUSSIAN BEAMS; TOPOLOGY; WAVEFRONTS;

VORTEX FLOW;

EID: 84867399394     PISSN: 00304026     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.ijleo.2011.11.001     Document Type: Article

References (21)

1. X. Gao, M. Gao, Q. Zhan, J. Li, J. Wang, and S. Zhuang Focal shift in radially polarized hollow Gaussian beam Optik 122 2011 671 676
2. I. Gerdova, X. Zhang, and A. Haché Optically tunable hollow Gaussian beams with thin metal films J. Opt. Soc. Am. B 23 2006 1934 1937
3. C. Zhao, L. Wang, and X. Lu Radiation forces on a dielectric sphere produced by highly focused hollow Gaussian beams Phy. Lett. A 363 2007 502 506
4. Y. Cai, X. Lu, and Q. Lin Hollow Gaussian beams and their propagation properties Opt. Lett. 28 2003 1084 1086
5. Y. Cai, and L. Zhang Propagation of a hollow Gaussian beam through a paraxial misaligned optical system Opt. Commun. 265 2006 607 615
6. 2 factor of hollow Gaussian beams Appl. Opt. 44 2005 7187 7190
7. 2-factor of hollow Gaussian beams through a hard-edge circular aperture Phys. Lett. A 341 2005 352 356
8. C. Zheng Fractional Fourier transform for a hollow Gaussian beam Phys. Lett. A 355 2006 156 161
9. D. Deng, H. Yu, S. Xu, G. Tian, and Z. Fan Nonparaxial propagation of vectorial hollow Gaussian beams J. Opt. Soc. Am. B 25 2008 83 87
10. G. Wu, Q. Lou, and J. Zhou Analytical vectorial structure of hollow Gaussian beams in the far field Opt. Express 16 2008 6417 6424
11. I.V. Basisitiy, M.S. Soskin, and M.V. Vasnetsov Optical wavefront dislocations and their properties Opt. Commun. 119 1995 604 612
12. D.M. Palacios, I.D. Maleev, A.S. Marathay, and G.A. Swartzlander Jr. Spatial correlation singularity of a vortex field Phys. Rev. Lett. 92 2004 143905 143914
13. F.S. Roux Distribution of angular momentum and vortex morphology in optical beams Opt. Commun. 242 2004 45 55
14. W.M. Lee, X.C. Yuan, and W.C. Cheong Optical vortex beam shaping by use of highly efficient irregular spiral phase plates for optical micromanipulation Opt. Lett. 29 2004 1796 1798
15. X. Gao, J. Wang, H. Gu, and S. Hu Focusing of hyperbolic-cosine-Gaussian beam with a non-spiral vortex Optik 120 2009 201 206
16. K. Ladavac, and D.G. Grier Microoptomechanical pumps assembled and driven by holographic optical vortex arrays Opt. Express 12 2004 1144 1149
17. D. Cojoc, V. Garbin, E. Ferrari, L. Businaro, F. Romamato, and E.Di. Fabrizio Laser trapping and micro-manipulation using optical vortices Microelectron. Eng. 77 2005 125 131
18. Q. Zhan, and J.R. Leger Focus shaping using cylindrical vector beams Opt. Express 10 2002 324 330
19. X. Gao, J. Wang, H. Gu, and W. Xu Focusing properties of concentric piecewise cylindrical vector beam Optik 118 2007 257 265
20. K.S. Youngworth, and T.G. Brown Focusing of high numerical aperture cylindrical-vector beams Opt. Express 7 2000 77 87
21. S. Sato, and Y. Kozawa Hollow vortex beam J. Opt. Soc. Am. A 26 2009 142 146