Terahertz chiral modulator based on superstructure hole structure
A technology of terahertz and hole structure, applied in the direction of instruments, optics, optical components, etc., can solve the problems of limiting the working efficiency of chiral modulators, loss of the polarization state of incident light, and low efficiency of exciting surface plasmons, so as to reduce the number, The effect of small device size and high excitation efficiency
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Embodiment 1
[0056] A metapore structure for chirality-dependent transmission and surface plasmon excitation of terahertz waves, the modulation process is:
[0057] (1) The super-surface metal ring 1 and the hollowed-out metal plate 3 are made of aluminum metal.
[0058] (2) The intermediate dielectric layer 2 is polyimide with a thickness of 20 microns, and the bottom dielectric layer 4 is polyimide with a thickness of 10 microns.
[0059] (3) The diameter of the metal hole is selected as d=150 microns, and the response frequency of the transmission peak is around 0.75 T Hz.
[0060] (4) The plasmon orbital angular momentum that the metal ring needs to carry is l=σ, which can be obtained by copying a circle of the metal strip around point O, as figure 2 shown.
[0061] (5) The metal strip size of the metal strip to the resonator is 113×25 microns 2 , the center distance is s=200 microns, and the orientation angle θ=45°.
[0062] (6) The number of metal strips is N=50, the direction a...
Embodiment 2
[0066] A metapore structure for chirality control of terahertz output polarization state, the modulation process is:
[0067] (1) The super-surface metal ring 1 and the hollowed-out metal plate 3 are made of aluminum metal.
[0068] (2) The intermediate dielectric layer 2 is polyimide with a thickness of 20 microns, and the bottom dielectric layer 4 is polyimide with a thickness of 10 microns.
[0069] (3) The diameter of the metal hole is selected as d=150 microns, so that the transmission peak is around the response frequency of 0.75 THz.
[0070] (4) The plasmon orbital angular momentum that the metal ring needs to carry is l=-σ, and the metal strip rotates clockwise around the point O to replicate a circle, and the angle at which the mth pair of metal strips rotate is denoted as α m , each metal strip rotates counterclockwise α around itself after being copied by rotation m ,Such as Image 6 shown.
[0071] (5) The size of the two metal strips of the metal strip pair r...
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