Method for generating vortex light with rotation angular momentum and vortex light array with rotation angular momentum
A technology of rotating angular momentum and vortex light, applied in optics, optical components, radiation/particle processing, etc., which can solve problems such as constraints, short particle manipulation distances, and difficult optical waveguide fabrication and optical coupling.
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Embodiment 1
[0071] Example 1: The method of generating one vortex light:
[0072] see Figure 7-8 , and a description in the Summary section.
[0073] A method for generating vortex rays with rotational angular momentum, irradiating a collimated light beam with a phase plate with a rotational phase distribution, and forming an image on an imaging plane perpendicular to the optical axis; it is characterized in that the azimuth angle of the phase plate It is: 【The azimuth is also called the Azimuth angle, which is the horizontal angle between the north-pointing direction line of a certain point and the target direction line in a clockwise direction. 】
[0074] θ=a y / x;
[0075] In the formula, x and y are the coordinate point values in the x and y axis directions respectively, a is the azimuth proportional constant, which is a real constant; and a≠1; [when a is 1, the imaging is circular, and the absolute value of a The farther the value is from 1, the closer the image is to a straigh...
Embodiment 2
[0080] Embodiment 2: the method for producing vortex light array
[0081] see Figure 9-10 , and a description in the Summary section.
[0082] A method for generating a vortex light array with rotational angular momentum, superimposing N-1 phase images on the phase sheet of Embodiment 1 to form a phase sheet with a new rotation phase distribution, N is an integer, and N≥2;
[0083] The superposition is to add the phase value corresponding to each phase map with the phase value corresponding to another phase map directly according to the method of formula (1). The corresponding phase is 2pi*100 / 256, and the gray value of the m rows and n columns of the B phase map is 150, so the corresponding phase is 2pi*150 / 256, and the m rows and n columns of the superimposed phase map The phase is 2pi*150 / 256, which is converted into a gray value, and the same operation is performed on all points in turn to obtain the corresponding phase gray image after superimposition.
[0084] Irradi...
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