Acta Photonica Sinica, Volume. 52, Issue 11, 1126001(2023)
Orbiting and Non-axial Spinning Motion of Particle in Tightly Focused Circularly Polarized Vortex Beam
[1] Dongliang GAO, Weiqiang DING, M NIETO-VESPERINAS et al. Optical manipulation from the microscale to the nanoscale: fundamentals, advances and prospects. Light: Science & Applications, 6, e17039(2017).
[2] J R MOFFITT, Y R CHEMLA, S B SMITH et al. Recent advances in optical tweezers. Annual Review of Biochemistry, 77, 205-228(2008).
[3] M P LEE, M J PADGETT. Optical tweezers: a light touch. Journal of Microscopy, 248, 219-222(2012).
[4] Y SHEN, X WANG, Z XIE et al. Optical vortices 30 years on: OAM manipulation from topological charge to multiple singularities. Light: Science & Applications, 8, 1-29(2019).
[5] M PADGETT, R BOWMAN. Tweezers with a twist. Nature Photonics, 5, 343-348(2011).
[6] D R POOLER, A S LUBBE, S CRESPI et al. Designing light-driven rotary molecular motors. Chemical Science, 12, 14964-14986(2021).
[7] K Y BLIOKH, O F J RODR GUEZ-FORTU, F NORI et al. Spin-orbit interactions of light. Nature Photonics, 9, 796-808(2015).
[8] I BIALYNICKI-BIRULA, Z BIALYNICKA-BIRULA. Canonical separation of angular momentum of light into its orbital and spin parts. Journal of Optics, 13, 064014(2011).
[9] K Y BLIOKH, A Y BEKSHAEV, F NORI. Extraordinary momentum and spin in evanescent waves. Nature Communications, 5, 1-8(2014).
[10] A Y BEKSHAEV, K Y BLIOKH, F NORI. Transverse spin and momentum in two-wave interference. Physical Review X, 5, 011039(2015).
[11] K Y BLIOKH, F NORI. Transverse and longitudinal angular momenta of light. Physics Reports, 592, 1-38(2015).
[12] A K SINGH, S SAHA, S D GUPTA et al. Transverse spin in the scattering of focused radially and azimuthally polarized vector beams. Physical Review A, 97, 043823(2018).
[13] Li HANG, Jian FU, Xiaochang YU et al. Generation of a sub-half-wavelength focal spot with purely transverse spin angular momentum. Applied Physics B, 123, 1-5(2017).
[14] M NEUGEBAUER, T BAUER, A AIELLO et al. Measuring the transverse spin density of light. Physical Review Letters, 114, 063901(2015).
[15] A AIELLO, C MARQUARDT, G LEUCHS. Transverse angular momentum of photons. Physical Review A, 81, 053838(2010).
[16] A AIELLO, P BANZER, M NEUGEBAUER et al. From transverse angular momentum to photonic wheels. Nature Photonics, 9, 789-795(2015).
[17] W ZHU, V SHVEDOV, W SHE et al. Transverse spin angular momentum of tightly focused full Poincaré beams. Optics Express, 23, 34029-34041(2015).
[18] Guanghao RUI, Ying LI, Sichao ZHOU et al. Optically induced rotation of Rayleigh particles by arbitrary photonic spin. Photonics Research, 7, 69-79(2019).
[19] Manman LI, Shaohui YAN, Baoli YAO et al. Spinning and orbiting motion of particles in vortex beams with circular or radial polarizations. Optics Express, 24, 20604-20612(2016).
[20] Panpan YU, Qian ZHAO, Xinyao HU et al. Orbit-induced localized spin angular momentum in the tight focusing of linearly polarized vortex beams. Optics Letters, 43, 5677-5680(2018).
[21] Jian CHEN, Chenhao WAN, Lingjiang KONG et al. Tightly focused optical field with controllable photonic spin orientation. Optics Express, 25, 19517-19528(2017).
[22] Yongyin CAO, Tongtong ZHU, Haiyi LV et al. Spin-controlled orbital motion in tightly focused high-order Laguerre-Gaussian beams. Optics Express, 24, 3377-3384(2016).
[23] D B RUFFNER, D G GRIER. Optical forces and torques in nonuniform beams of light. Physical Review Letters, 108, 173602(2012).
[24] A LEHMUSKERO, Y LI, P JOHANSSON et al. Plasmonic particles set into fast orbital motion by an optical vortex beam. Optics Express, 22, 4349-4356(2014).
[25] J E CURTIS, D G GRIER. Structure of optical vortices. Physical Review Letters, 90, 133901(2003).
[26] Manman LI, Yanan CAI, Shaohui YAN et al. Orbit-induced localized spin angular momentum in strong focusing of optical vectorial vortex beams. Physical Review A, 97, 053842(2018).
[27] K S YOUNGWORTH, T G BROWN. Focusing of high numerical aperture cylindrical-vector beams. Optics Express, 7, 77-87(2000).
[28] M LEUTENEGGER, R RAO, R A LEITGEB et al. Fast focus field calculations. Optics Express, 14, 11277-11291(2006).
[29] Manman LI, Shaohui YAN, Yansheng LIANG et al. Transverse spinning of particles in highly focused vector vortex beams. Physical Review A, 95, 053802(2017).
[30] Y IKETAKI, T WATANABE, N BOKOR et al. Investigation of the center intensity of first-and second-order Laguerre-Gaussian beams with linear and circular polarization. Optics Letters, 32, 2357-2359(2007).
[31] M E J FRIESE, T A NIEMINEN, N R HECKENBERG et al. Optical alignment and spinning of laser-trapped microscopic particles. Nature, 394, 348-350(1998).
[32] N B SIMPSON, K DHOLAKIA, L ALLEN et al. Mechanical equivalence of spin and orbital angular momentum of light: an optical spanner. Optics Letters, 22, 52-54(1997).
Get Citation
Copy Citation Text
Yanan CAI, Shaohui YAN, Yanan ZHANG, Mulong LIU, Rui ZHANG, Wenyi REN, Baoli YAO. Orbiting and Non-axial Spinning Motion of Particle in Tightly Focused Circularly Polarized Vortex Beam[J]. Acta Photonica Sinica, 2023, 52(11): 1126001
Category:
Received: Apr. 13, 2023
Accepted: May. 31, 2023
Published Online: Dec. 22, 2023
The Author Email: YAO Baoli (yaobl@opt.ac.cn)