Abstract:Theoretical studies have revealed that coupling with a dielectric substrate significantly affects the transmission spectrum of a 2D photonic crystal of monolayer dielectric spheres. The dielectric constant of a semiinfinite substrate has been found to have a threshold, above which dips in the transmission spectrum broaden drastically. A substrate of finite thickness yields additional dips in the spectrum corresponding to localized eigenstates within the substrate. The transmission spectrum is well explained by… Show more
“…The spectral position and resolution of scattering resonances depend on the RI of substrate. 14,16 In our case the RI of the substrate exceeds the effective RI of the sphere monolayer. In order to use the waveguiding model, we have to assume that a monolayer of spheres is optically isolated from the substrate.…”
mentioning
confidence: 99%
“…Moreover, no spectroscopic evidence has been demonstrated to prove the formation of a 3D lattice in LB multilayers. 9 On the other hand, optical spectra of 2D hexagonal sphere crystals were studied only at wavelengths shorter than the sphere diameter, 10,11 i.e., in the range of their 2D PBG.…”
“…The spectral position and resolution of scattering resonances depend on the RI of substrate. 14,16 In our case the RI of the substrate exceeds the effective RI of the sphere monolayer. In order to use the waveguiding model, we have to assume that a monolayer of spheres is optically isolated from the substrate.…”
mentioning
confidence: 99%
“…Moreover, no spectroscopic evidence has been demonstrated to prove the formation of a 3D lattice in LB multilayers. 9 On the other hand, optical spectra of 2D hexagonal sphere crystals were studied only at wavelengths shorter than the sphere diameter, 10,11 i.e., in the range of their 2D PBG.…”
“…Moreover, this theory predicts considerable broadening of the minima bandwidth due to light leakage to the substrate. 35 The spectral position of the first bandgap in such PhC corresponds to the sphere diameter and the next gap takes place at a wavelength, which is lower by a factor of 1.21. The observed minima at 548 and 444 nm for 1L LB film are in good agreement with this model.…”
Section: Discussionmentioning
confidence: 99%
“…It has been shown that the resonance enhances the intensity of a local field by two orders of magnitude if the monolayer of spheres is suspended in the air, whereas the attached substrate reduces the enhancement by factor of 10. 6,7,35 The distribution of the local field at the surface of the opal-based PhC in the PBG wavelength range was modeled theoretically 36 and visualized by the near-field optical microscopy. 9 Since the near-field amplitude of evanescent waves decays rapidly away from a PhC surface on a scale of the PhC lattice constant, the NCF-based emitter should be in close proximity to a PhC surface.…”
A light source on the surface of a slab of 2+1-dimensional photonic crystal has been prepared by the Langmuir–Blodgett deposition of a colloidal crystal on top of a thin film containing CdTe nanocrystals. The directional enhancement of the light emission intensity in the spectral range of the photonic bandgap has been revealed through the comparative examination of the angle-resolved transmission, diffraction, and photoluminescence spectra of the prepared structures. Changes in the emission spectrum have been tentatively explained in terms of the acceleration of the radiative recombination due to the increase in the local field strength at photonic bandgap resonance and changes in the emission diagram—as arising from the wavelength dependence of the topology of the local field pattern.
“…We chose the parameters of the multilayer in such a way that it has a broad stopband covering the range of normalized frequencies (ωa/2πc) from 0.5 to 1, because the guided mode resonances of the monolayer PhC at Γ-point will be in this range [9] as shown in the band diagram of the monolayer [see Fig. 6A in Appendix].…”
We study the optical characteristics of a photonic crystal (PhC) heterostructure cavity consisting of two-dimensional monolayer PhC, sandwiched between two identical passive multilayers. In the range of stopband of the multilayer, guided resonance of the sandwiched PhC are excited by the evanescent waves of the multilayer stack and the quality factor of these cavity-coupled guided resonances is ∼10 6 . The calculated field distribution facilitates the distinction between the cavity defect modes and the coupled guided resonances of the proposed design. The line shapes of the resonances are explained using a theoretical model. Significant decrease in the lasing threshold is observed for these resonant modes in comparison to the defect modes. These results will find use in designing compact PhC-based ultra-low threshold lasers and narrow band filters.
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