Circuit package for connecting to an electro-photonic memory fabric
US-2024345316-A1 · Oct 17, 2024 · US
US9684094B2 · US · B2
| Field | Value |
|---|---|
| Publication number | US-9684094-B2 |
| Application number | US-201414761612-A |
| Country | US |
| Kind code | B2 |
| Filing date | Mar 28, 2014 |
| Priority date | Nov 27, 2013 |
| Publication date | Jun 20, 2017 |
| Grant date | Jun 20, 2017 |
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A photonic crystal supporting highly frequency-sensitive self-collimation phenomenon, which is formed by at least two kinds of materials, and has a periodic distribution of refractive index, the photonic crystal has straight equi-frequency contours or flat equi-frequency surfaces in a certain band in the first Brillouin zone of wave-vector space, and the frequency-sensitivity of self-collimation is at least 50 times higher than the change rate of curvatures of the equi-frequency contours or the equi-frequency surfaces with frequencies in a vacuum.
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What is claimed is: 1. A photonic crystal supporting highly frequency-sensitive self-collimation phenomenon having a periodic distribution of refractive index formed by at least two kinds of materials, wherein the photonic crystal has straight equi-frequency contours or flat equi-frequency surfaces in a certain band within a first Brillouin zone of wave-vector space of the photonic crystal, and a frequency-sensitivity of self-collimation is at least 50 times higher than a change rate of curvatures of the equi-frequency contours or the equi-frequency surfaces with frequencies in a vacuum. 2. The photonic crystal supporting highly frequency-sensitive self-collimation phenomenon according to claim 1 , characterized in that, the frequency-sensitivity of self-collimation is: γ = ( 1 c / ω 2 ) ∂ κ / ∂ ω | ω = ω sc , k 1 = 0 = ( 1 c / ω 2 ) ∂ 3 ω ∂ k 2 ∂ k 1 2 / υ g 2 | ω = ω sc , k 1 = 0 wherein, κ represents a curvature of the equi-frequency contour, ω represents a frequency of the equi-frequency contour, ω sc is a frequency of the self-collimation point, k 1 represents a component of wavevector being parallel with the straightequi-frequency contours, k 2 represents a component of wavevector being perpendicular with the straightequi-frequency contours, group velocity ν g =√{square root over ((∂ω/∂k 1 ) 2 +(∂ω/∂k 2 ) 2 )}, constant c is the velocity of light in vacuum, normalized base c/ω 2 represents an absolute value of change rate of curvature κ of the equi-frequency contours with frequency ω in vacuum. 3. The photonic crystal supporting highly frequency-sensitive self-collimation phenomenon according to claim 1 , characterized in that, the photonic crystal has van Hove singularities, by changing some structural or material parameters of the photonic crystals, the van Hove singularities can be moved close to the straight equi-frequency contours or the flat equi-frequency surfaces, and frequency-sensitivity of self-collimation γ is enhanced. 4. The photonic crystal supporting highly frequency-sensitive self-collimation phenomenon according to claim 1 , there exist one or more zero group velocity points, by changing some structural or material parameters of the photonic crystals, the one or more van Hove singularities may be moved away from the straight equi-frequency contours or the flat equi-frequency surfaces, and even moved out of the first Brillouin zone, the highly frequency-sensitive self-collimation phenomenon still exist. 5. The photonic crystal supporting highly frequency-sensitive self-collimation phenomenon according to claim 1 , characterized in that, the frequency sensitivity of self-collimation γ is sensitive to structure parameters and material parameters of the photonic crystal, so the photonic crystal can be used for sensitive detectors for these physical parameters.
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