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Updated: Jun 22, 2026

Fabrication And Characterization Of Photonic Crystal Slow Light Waveguides And Cavities
Published on: November 30, 2012
Apodized photonic crystal waveguide gratings
Apodized photonic crystal (PC) waveguide gratings effectively suppress sidelobes using Gauss and Gauss-cosine functions for refractive index control. This method allows for precise design of waveguide gratings with tunable Bragg frequency and bandwidth by adjusting geometrical parameters.
Area of Science:
- Photonics
- Optical Engineering
- Materials Science
Background:
- Photonic crystal (PC) waveguide gratings are crucial optical components.
- Sidelobes in reflection spectra of conventional PC waveguide gratings limit their performance.
- Efficient suppression of these sidelobes is essential for advanced optical device design.
Purpose of the Study:
- To propose and investigate apodized PC waveguide gratings for sidelobe suppression.
- To demonstrate the effectiveness of specific apodization functions (Gauss and Gauss-cosine) in controlling spectral characteristics.
- To explore the design flexibility offered by apodization for tunable optical devices.
Main Methods:
- Apodization of PC waveguide gratings by modifying the longitudinal refractive index distribution.
- Utilizing Gauss and Gauss-cosine functions for refractive index profiling.
- Adjusting the diameters of dielectric pillars adjacent to the PC waveguide core to achieve apodization.
- Analyzing reflection spectra to evaluate sidelobe suppression and Bragg frequency characteristics.
Main Results:
- Apodized PC waveguide gratings significantly suppress sidelobes in reflection spectra.
- Gauss and Gauss-cosine apodization functions provide efficient sidelobe reduction.
- Apodization using Gauss-cosine functions renders the Bragg frequency insensitive to perturbation magnitude.
- Geometrical parameter modulation allows for arbitrary control over Bragg frequency and bandwidth.
Conclusions:
- Apodization is a highly effective technique for sidelobe suppression in PC waveguide gratings.
- The proposed method offers precise control over grating spectral properties.
- This approach enables the design of highly customizable waveguide gratings for various photonic applications.
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