Author Affiliations
1Research Center for Physics of 2D Opto-Electronic Materials and Devices, School of Physics and Electronics, Henan University, Kaifeng , Henan 475004, China2International Joint Research Laboratory of New Energy Materials and Devices of Henan Province, Kaifeng , Henan 475004, China3Department of Measurement & Control Technology and Instrument, School of Physics and Electronics, Henan University, Kaifeng , Henan 475004, China.show less
Fig. 1. Intensity and phase distributions under different radial index p and topological charge l
Fig. 2. Intensity distributions of LG0lvortex beams along x (y)-direction with different TCs. (a) w00=1 mm; (b) w0l=1 mm
Fig. 3. Schematic diagram of measuring spot radius of LG0l vortex beam by knife-edge method. (a) Blade moves in x-direction; (b) blade moves in y-direction
Fig. 4. Curves of normalized power of LG0l vortex beam versus the shifted position in x(y)-direction
Fig. 5. Experimental setup of measuring spot radius of LG0l vortex beam by knife-edge method
Fig. 6. Spot images of different beams. (a)Image of fundamental Gaussian beam (l =0); (b) image of vortex beam with l =1; (c) image of vortex beam with l =2
Fig. 7. Intensity distribution curve of fundamental Gaussian beam (l=0). (a)(b) Distribution curves in x- and y-directions at z=0, respectively; (c)(d) distribution curves in x- and y-directions at z=100 mm, respectively.
Fig. 8. Intensity distribution curve of LG01 vortex beam (l=1). (a) (b) Distribution curves in x-direction and y-direction at z=0, respectively; (c) (d) distribution curves in x-direction and y-direction at z=100 mm, respectively.
Fig. 9. Intensity distribution curve of LG02 vortex beam (l=2). (a)(b) Distribution curves in x-direction and y-direction at z=0, respectively; (c)(d) distribution curves in x-direction and y-direction at z=100 mm, respectively.
Topological charge l | Beam waist | z=0 | z=100 mm |
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x-direction | y-direction | x-direction | y-direction |
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l=0 | w00 | 720 | 770 | 820 | 850 | l=1 | w00 | 495 | 520 | 620 | 650 | w01 | 700 | 735 | 877 | 919 | l=2 | w00 | 345 | 380 | 470 | 501 | w02 | 598 | 658 | 814 | 868 |
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Table 1. Spot radii in theoretical fitting of different beams