Effects of Spherical Aberration on Optical Trapping Forces for
Rayleigh Particles
YAO Xin-Cheng, LI Zhao-Lin, GUO Hong-Lian, CHENG Bing-Ying, ZHANG Dao-Zhong
Optical Physics Laboratory, Institute of Physics and Center for Condensed Matter Physics, Chinese Academy of Sciences, Beijing 100080
Effects of Spherical Aberration on Optical Trapping Forces for
Rayleigh Particles
YAO Xin-Cheng;LI Zhao-Lin; GUO Hong-Lian;CHENG Bing-Ying;ZHANG Dao-Zhong
Optical Physics Laboratory, Institute of Physics and Center for Condensed Matter Physics, Chinese Academy of Sciences, Beijing 100080
关键词 ：
78.35.+c ,
42.15.Fr ,
41.20.-q ,
33.80.Ps
Abstract ： The Trapping force on Rayleigh particles in an optical tweezers system with an oil immersion objective is calculated by an electromagnetic model. The results indicate that the stability of particles trapped will be affected by spherical aberration, which is caused by refractive difference between objective oil and water solution, when the specimen manipulated is suspended in a water solution. The trapping force and depth of potential well will decrease and the minimum of laser power for ensuring the stability of particles trapped will increase with the enhancing trapping depth.
Key words ：
78.35.+c
42.15.Fr
41.20.-q
33.80.Ps
出版日期: 2001-03-01
引用本文:
YAO Xin-Cheng;LI Zhao-Lin; GUO Hong-Lian;CHENG Bing-Ying;ZHANG Dao-Zhong. Effects of Spherical Aberration on Optical Trapping Forces for
Rayleigh Particles[J]. 中国物理快报, 2001, 18(3): 432-434.
链接本文:
https://cpl.iphy.ac.cn/CN/
或
https://cpl.iphy.ac.cn/CN/Y2001/V18/I3/432
[1]
REN Yu-Chao;GUO Li-Xin;WU Zhen-Sen. Scattering from Alpha-Stable Non-Gaussian Distributed Surfaces
[2]
YANG Qing-Guo;SUN Jian-Feng;LIU Li-Ren. Phase-Space Analysis of Wavefront Coding Imaging Systems
[3]
Akhlesh Lakhtakia;Tom G. Mackay. Dyadic Green Function for an Electromagnetic Medium Inspired by General Relativity
[4]
CHEN Bing-Kang;ZHANG-Ying;GAO Ben-Qing. Solution of Electromagnetic Wave in Time-Varying Media in Two-Dimensional Space
[5]
WANG Qing-Hua;LI Zhen-Hua;LAI Jian-Cheng;ZHANG Ying-Ying;HE An-Zhi. Calculations of Backscattering Mueller Matrices for Turbid Media with a Sphere Queue Model
[6]
HOU Jing;XIAO Rui. Phase-Locked Fibre Array for Coherent Combination and Atmosphere Aberration Compensation
[7]
YIN Ya-Ling;XIA Yong;YIN Jian-Ping. Stark Deceleration of an Effusive Molecular Beam by a Single Semi-Gaussian Beam
[8]
DENG Lian-Zhong;XIA Yong;YIN Jian-Ping. A Novel Electrostatic Guiding Scheme for Cold Polar Molecules in Weak-Field-Seeking States
[9]
DING Shuo;ZHU Yong;LIU Yu-Long;SIU G. G.;LEE C. M.;JIANG Yi-Jian. Elastic and Piezoelectric Properties of Ce:BaTiO3 Single Crystals
[10]
WANG Yun-Hua;GUO Li-Xin;WU Zhen-Sen. Modified Two-Scale Model for Electromagnetic Scattering from the Non-Gaussian Oceanic Surface
[11]
YUN Min;YIN Jian-Ping. Controllable Double-Well Magneto-Optical Trap for Neutral Atoms
[12]
JI Xian-Ming;YIN Jian-Ping. One- and Two-Dimensional Arrays of Double-Well Optical Traps for Cold Atoms or Molecules
[13]
LIU Nan-Chun;GAO Wei-Jian;YIN Jian-Ping;. A Novel Controllable Beam Splitter for Guided Atoms
[14]
YIN Jian-Ping;GAO Wei-Jian;HU Jian-Jun. A Proposal for Realizing an Array of Bose-Einstein Condensates
[15]
HU Jian-Jun;YIN Jian-Ping;. Magnetic Surface Microtraps for Two-Species Bose-Einstein
Condensations
2001, Vol. 18 
