Preparation method of all-dielectricthree-dimensional broadband gradient refractive index lens
A gradient-refractive-index, all-media technology, applied in lenses, optics, instruments, etc., can solve the problems of small refractive index variation range, large refractive index variation range, single bandwidth, etc., and achieve high integration and deviceization, large Effect of Refractive Index Variation Range
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[0034] The preparation method of the all-dielectric three-dimensional broadband gradient refractive index lens provided by the present invention firstly obtains the dielectric constant distribution of the lens; then, for the part with a small dielectric constant, the three-dimensional photonic crystal of the metamaterial scale with gradual changes in the spatial structure parameters is used, It is realized by photosensitive resin molding; for the part with a large dielectric constant, it is not easy to use a low-loss and low-dispersion solid medium to achieve it, and it is realized by encapsulating the mixed liquid medium with different mixing ratios in a multi-layer frame structure; then the two Available partially assembled. Including the following operations:
[0035] 1) According to the electromagnetic wave working frequency band of the gradient index lens, its refractive index distribution in three-dimensional space is discretized into a multi-layer structure, and the ref...
Embodiment 1
[0043] A three-dimensional Eaton lens with a working frequency in the Ku band (12-18 GHz) is realized by using a photonic crystal structure with a wood pile structure at the metamaterial scale, combined with a mixed liquid medium of benzene and acetonitrile. Specifically include the following steps:
[0044] 1) Determine the distribution of the permittivity of the Eaton lens with respect to space. Eaton lenses can deflect space incident electromagnetic waves, such as 90°, 180°, 360°, etc. In this embodiment, it is a three-dimensional Eaton lens that can realize 90° deflection, which can realize 90° deflection for electromagnetic waves incident at any angle in space. Its permittivity distribution with respect to is described by the following equation
[0045] ϵ r = n 2 = a nr + ( a ...
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