Chinese Optics Letters, 2018, 16 (3): 031405, Published Online: Jul. 13, 2018
Three-dimensional multiple optical cages formed by focusing double-ring shaped radially and azimuthally polarized beams Download: 645次
Figures & Tables
Fig. 3. Calculated intensity distributions of in the x -z plane with setting parameters β 0 = 1.12 , z d = 3 λ , and t = 0.6 . (a) Intensity of transverse component | E r | 2 + | E φ | 2 , (b) intensity of longitudinal component | E z | 2 , (c) total intensity distribution, (d) normalized intensity profile along the z and x axes [marked in (c) by the red and white dotted lines, respectively].
Fig. 4. Calculated intensity distributions with different parameters in the x -z plane. (a),(b) The same z d = 3 λ and β 0 = 1.12 , but different t = 0.3 , and t = 0.8 , respectively; (c),(d) The same z d = 3 λ , and t = 0.6 , but different β 0 = 1.6 , and β 0 = 0.7 , respectively; (e),(f) The same t = 0.55 , and β 0 = 1.5 , but different z d = λ , and z d = 5 λ , respectively.
Fig. 5. Intensity distributions of multiple 3D optical cages generated in the focal volume. Left column: five cages in each of two transverse planes located, respectively, at z = + 15 λ and z = − 15 λ ; (a) intensity distribution in the transverse plane at z = + 15 λ , (b) intensity distribution in the longitudinal plane at x = + 15.6 λ , (c) intensity distribution in the longitudinal plane at x = − 15.6 λ . Right column: 2 × 1 optical cages in each of four transverse planes at z = 45 λ , 15 λ , − 15 λ , and − 45 λ ; (d) intensity distribution in the transverse plane at z = + 15 λ ; (e) intensity distribution in the longitudinal plane at y = 0 ; (f) intensity distribution in the longitudinal plane at x = + 13.8 λ .
Tingting Zeng, Jianping Ding. Three-dimensional multiple optical cages formed by focusing double-ring shaped radially and azimuthally polarized beams[J]. Chinese Optics Letters, 2018, 16(3): 031405.