In this paper, an accurate and efficient characterization of two-dimensional photonic bandgap structures with periodic defects is performed, which exploits a full-wave diffraction theory developed for one-dimensional gratings. The high convergence rate of the proposed technique is demonstrated. Results are presented for both TE and TM polarizations, showing the efficiencies as a function of wavelength, incidence angle, geometrical and physical parameters. A comparison with other theoretical results reported in the literature is shown with a good agreement. The transmission properties of photonic crystals with periodic defects are studied, investigating the effects of the variation of geometrical and physical parameters; design efficiency maps and formulas are given, moreover, the application of the analyzed structures as filters is discussed.
Frezza, F., Pajewski, L., Schettini, G. (2003). Periodic Defects in 2D-PBG Materials: Full-Wave Analysis and Design. IEEE TRANSACTIONS ON NANOTECHNOLOGY, 2(3), 126-134 [10.1109/TNANO.2003.817227].
Periodic Defects in 2D-PBG Materials: Full-Wave Analysis and Design
PAJEWSKI, LARA;SCHETTINI, Giuseppe
2003-01-01
Abstract
In this paper, an accurate and efficient characterization of two-dimensional photonic bandgap structures with periodic defects is performed, which exploits a full-wave diffraction theory developed for one-dimensional gratings. The high convergence rate of the proposed technique is demonstrated. Results are presented for both TE and TM polarizations, showing the efficiencies as a function of wavelength, incidence angle, geometrical and physical parameters. A comparison with other theoretical results reported in the literature is shown with a good agreement. The transmission properties of photonic crystals with periodic defects are studied, investigating the effects of the variation of geometrical and physical parameters; design efficiency maps and formulas are given, moreover, the application of the analyzed structures as filters is discussed.I documenti in IRIS sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.