A three-layer all-dielectric rectangular grating that achieves -2-level broadband high efficiency
A rectangular grating, all-dielectric technology, applied in the field of three-layer all-dielectric rectangular grating, achieves the effect of small aspect ratio, simple structure, and high-efficiency negative second-order diffraction
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specific Embodiment approach 1
[0034] see first figure 1 , figure 1 It is a schematic diagram of a negative secondary high-efficiency three-layer all-dielectric rectangular grating in the 1.5 micron band of the present invention, in the figure: θ in represents the angle of incidence, θ -2 , θ 0 are the diffraction angles of -2 order and 0 order respectively, h 1 、h 2 and h 3 are the layer thicknesses of aluminum oxide, titanium dioxide and silicon dioxide in the three-layer all-dielectric rectangular grating structure, respectively. b represents the width of the grating ridge, and d represents the grating period (the duty cycle is f=b / d). Areas 1, 2, 3, 4, and 7 are homogeneous media. The grating vector K is located in the incident plane, the vibration direction of the TE polarized light corresponding to the electric field vector is perpendicular to the incident plane, and the TE polarized light is at a certain angle θ in =arcsin(λ / n 1 d) (defined as the quadratic Bragg angle) incident on the grati...
specific Embodiment approach 2
[0038] Due to different wavelengths, the corresponding refractive index of the material is also different. The three-layer structure is re-optimized below, and the grating structure is still used figure 1 Structure, re-optimize the structural parameters, when the grating duty cycle is 0.4263, the period is 0.8647 microns, and the depth h 1 184.2 nm, h 2 506 nm, h 3 When it is 186.1 nanometers, the effect is the best. Figure 9 , Figure 10 , Figure 11 , Figure 12 and Figure 13 , are the control variables for the duty cycle, duty cycle f, h1, h2, and h3 respectively, and study the influence of its tolerance on the -2nd order diffraction efficiency value. It can be seen that for each parameter variable, the diffraction efficiency output of more than 95% can be achieved within a large tolerance range. For the diffraction efficiency above 95% is the standard, the tolerance intervals are, period (833.9-924.2 nanometers), duty cycle (0.4076-0.4494), h1 (113.9-257.9 nanomet...
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