1997
DOI: 10.1038/386143a0
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Photonic crystals: putting a new twist on light

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Cited by 2,987 publications
(1,661 citation statements)
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References 40 publications
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“…Moreover, compared with the unmodified SiO 2 photonic crystal, the absorption peak of the modified one had a red-shift resulting from the increase of particle diameter. That's because the position of the observed absorption peak agree very well with the diameter of SiO 2 particles, which can be predicted by the Bragg's law for the (111) family of planes: 21 (3) where l c is the wavelength at the peak position, D is the average diameter of SiO 2 particles, f is the dielectric filling ratio (for an ideal FCC structure, f = 0.74), n sphere and n air are the refractive indexes of SiO 2 particles and air respectively (in theoretical computation, n sphere = 1.46 and n air = 1). 22,23 Then, the absorption peak of the modified and unmodified SiO 2 photonic crystal can be easily calculated, which were 835 nm and 589 nm respectively.…”
Section: Resultssupporting
confidence: 51%
See 1 more Smart Citation
“…Moreover, compared with the unmodified SiO 2 photonic crystal, the absorption peak of the modified one had a red-shift resulting from the increase of particle diameter. That's because the position of the observed absorption peak agree very well with the diameter of SiO 2 particles, which can be predicted by the Bragg's law for the (111) family of planes: 21 (3) where l c is the wavelength at the peak position, D is the average diameter of SiO 2 particles, f is the dielectric filling ratio (for an ideal FCC structure, f = 0.74), n sphere and n air are the refractive indexes of SiO 2 particles and air respectively (in theoretical computation, n sphere = 1.46 and n air = 1). 22,23 Then, the absorption peak of the modified and unmodified SiO 2 photonic crystal can be easily calculated, which were 835 nm and 589 nm respectively.…”
Section: Resultssupporting
confidence: 51%
“…materials with periodically modulated refractive indices, are attracting more and more attention of researchers because they can control the flows of photons by means of photonic band gaps (PBG). [1][2][3][4][5] The investigation of these materials has ascertained their use in many applications, such as filters, sensing devices, zerothreshold lasers, high efficiency light emitting diodes, optical switch and integrated optical waveguides, etc. [6][7][8] In order to obtain photonic crystals that can achieve these functions, it is necessary to control over the assembly of the particles which can afford reproducibility and to minimize structural defects which can diminish the optical properties of the materials.…”
Section: Introductionmentioning
confidence: 99%
“…Photonic crystals are materials that have a patterned periodic dielectric constant that creates an optical bandgap in the material [19]. To understand the mechanism of photonic crystals, one starts from the energy band structure of electrons in a crystalline solid.…”
Section: Photonic Crystals For Optically-active Devices and Circuitsmentioning
confidence: 99%
“…Driven by the inventive work of the group at MIT [9,11,119], there is a variety of concepts for low-loss waveguide bends, junctions and couplers. These concepts are based on the recognition that light con"ned to a waveguide within a photonic crystal can only follow the waveguide, since there are no radiation modes available, i.e.…”
Section: Photonic Vlsimentioning
confidence: 99%