Frequency-domain formulation of photonic crystals using sources and gain

We present a formulation to analyze photonic periodic structures from viewpoints of sources and gain. The approach is based on a generalized eigenvalue problem and mode expansions of sources which sustain optical fields with phase boundary conditions. Using this scheme, we calculate power spectra, d...

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Published in:Optics express 2013-01, Vol.21 (2), p.1972-1985
Main Authors: Chiang, Po-Jui, Chang, Shu-Wei
Format: Article
Language:English
Subjects:
Algorithms
Computer Simulation
Models, Theoretical
Photons
Scattering, Radiation
Surface Plasmon Resonance - methods
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container_end_page 1985
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description We present a formulation to analyze photonic periodic structures from viewpoints of sources and gain. The approach is based on a generalized eigenvalue problem and mode expansions of sources which sustain optical fields with phase boundary conditions. Using this scheme, we calculate power spectra, dispersion relations, and quality factors of Bloch modes in one-dimensional periodic structures consisting of dielectrics or metals. We also compare the results calculated from this scheme with those from the complex-frequency method. The outcomes of these two approaches generally agree well and only deviate slightly in the regime of low quality factors.
doi_str_mv 10.1364/OE.21.001972
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subjects Algorithms
Computer Simulation
Models, Theoretical
Photons
Scattering, Radiation
Surface Plasmon Resonance - methods
title Frequency-domain formulation of photonic crystals using sources and gain
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