Bessel-Gaussian beam mask plate based on Mittag-Leffler function
A technology of Gaussian beams and masks, applied in the field of masks, can solve problems that cannot be produced experimentally
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[0024] the following to Taking the reticle as an example, a reticle that can generate a MittagLeffler-Bessel Gaussian beam is given for a working wavelength of 532nm. Let the value of the basic topological charge of the encoding vortex phase be m=2; the basic parameters of the MittagLeffler function are as follows , , b =1, L=2, 6, 10; the basic parameters of the Bessel function are as follows . within the function The value is determined by (x,y) (The value interval from -25.6 to 25.6 is 0.1). According to the formula we can get the The transmittance distribution of the mask, figure 1 , figure 2 The intensity distribution of the mask with L being 2 and 6 is given respectively. The black part in the figure indicates that the intensity is 0, and the white part indicates that the intensity is 1. This mask with continuous light intensity distribution can be realized by a spatial light modulator , taking the LWGL532-100mW-SLM model spatial light modulator of Bei...
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