Acta Optica Sinica, Volume. 42, Issue 14, 1405006(2022)
Effect of Geometric Phase Modulation Parameter on Airy Beams
Fig. 2. Light field distribution of Airy beam under different υ. (a) υ=1; (b) υ=2; (c) υ=3; (d) υ=4; (e) υ=5; (f) υ=6; (g) υ=8; (h) υ=10; (i) υ=15; (j) υ=20
Fig. 3. Relationship between main lobe size of Airy beam and geometric phase modulation parameter
Fig. 4. Light field distribution of Airy beam under different β. (a) β=0.2; (b) β=0.5; (c) β=0.7; (d) β=1.0
Fig. 5. Airy beam energy flow diagram under different υ. (a) υ=1; (b) υ=3; (c) υ=5; (d) υ=8
Fig. 6. Phase-modulated Airy vortex beam focusing mode when l is integer order. (a) l=1; (b) l=2; (c) l=3; (d) l=4; (e) l=5; (f) l=6; (g) l=7; (h) l=8
Fig. 7. Phase distribution of modulated Airy vortex beam. (a) l=1; (b) l=2; (c) l=3; (d) l=4; (e) l=5; (f) l=6; (g) l=7; (h) l=8
Fig. 8. Phase-modulated Airy vortex beam focusing mode when l is fractional order. (a) l=-1.5; (b) l=-2.5; (c) l=-3.5; (d) l=-4.5; (e) l=1.5; (f) l=2.5; (g) l=3.5; (h) l=4.5
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Qingyu Yan, Guanxue Wang, Ziyan Li, Xiangyu Kang, Xiumin Gao. Effect of Geometric Phase Modulation Parameter on Airy Beams[J]. Acta Optica Sinica, 2022, 42(14): 1405006
Category: Diffraction and Gratings
Received: Jan. 18, 2022
Accepted: Feb. 21, 2022
Published Online: Jul. 15, 2022
The Author Email: Wang Guanxue (wgxzy715@163.com)