Method for correcting vortex light wave front distortion based on phase difference algorithm
A technology of wavefront distortion and vortex light, which is applied in electromagnetic receivers, free space transmission, etc., can solve the problems that vortex beams cannot be fully and effectively corrected, and the difficulty of experiments increases, so as to achieve comprehensive and effective corrections and reduce the difficulty of experiments Effect
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Embodiment 1
[0093] This embodiment discloses a method for correcting wavefront distortion of vortex light based on a phase difference algorithm, which is specifically implemented according to the following steps:
[0094] Taking the adaptive correction of a single-mode vortex beam as an example, the fractal method is used to simulate the phase screen of atmospheric turbulence, and the atmospheric structure constant is In order to introduce phase distortion;
[0095] Step 1: collect the light intensity information of the initial light field and the distorted light field;
[0096] Step 1.1: initial light field,
[0097] Collect an ideal Laguerre-Gaussian beam u without distortion i (x,y):
[0098] The Laguerre-Gaussian beam in the input light field transmitted by the vortex optical communication system is at the emission point z=0, and the expression of the radial index p=0 is:
[0099]
[0100] Among them, p represents the radial index, l represents the topological charge, ω 0 Ind...
Embodiment 2
[0131] A method for correcting wavefront distortion of vortex light based on a phase difference algorithm, specifically implemented according to the following steps:
[0132] Taking the adaptive correction of multi-mode multiplexing vortex beams as an example, the fractal method is used to simulate the phase screen of atmospheric turbulence, and the atmospheric structure constant is In order to introduce phase distortion;
[0133] Step 1: collect the light intensity information of the initial light field and the distorted light field;
[0134] Step 1.1: initial light field,
[0135] Collect an ideal Laguerre-Gaussian beam u without distortion i (x,y):
[0136] The Laguerre-Gaussian beam in the input light field transmitted by the vortex optical communication system is at the emission point z=0, and the expression of the radial index p=0 is:
[0137]
[0138] Among them, p represents the radial index, l represents the topological charge, ω 0 Indicates the beam waist ra...
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