TITLE

Experimental demonstration of reflection minimization at two-dimensional photonic crystal interfaces via antireflection structures

AUTHOR(S)
Teun-Teun Kim; Sun-Goo Lee; Myeong-Woo Kim; Hae Yong Park; Jae-Eun Kim
PUB. DATE
July 2009
SOURCE
Applied Physics Letters;7/6/2009, Vol. 95 Issue 1, p011119
SOURCE TYPE
Academic Journal
DOC. TYPE
Article
ABSTRACT
We experimentally confirm that the antireflection structures effectively minimize unnecessary reflections of self-collimated microwave beams at the interfaces of a two-dimensional photonic crystal, which is composed of cylindrical alumina rods. Optimized design parameters for the antireflection structures are obtained from the one-dimensional antireflection coating theory and the finite-difference time-domain simulations. Measured transmittance through the photonic crystal samples with and without the antireflection structures agree well with the simulation results. The measured results show that the photonic crystal with an antireflection structure yields about 90% transmission of incident power on the average in the frequency range of 12.0 to 13.0 GHz.
ACCESSION #
43158422

 

Related Articles

  • Revised plane wave method for dispersive material and its application to band structure calculations of photonic crystal slabs. Shi, Shouyuan; Chen, Caihua; Prather, Dennis W. // Applied Physics Letters;1/24/2005, Vol. 86 Issue 4, p043104 

    In this letter we present a revised formulation of the plane wave method (PWM) for the band structure calculation of photonic crystals. In comparison to the conventional PWM, the formulation in this letter allows for modeling of dispersive material. One application of the presented method is for...

  • Emergence of semi-localized Anderson modes in a disordered photonic crystal as a result of overlap probability*. Hashemi, A. R.; Hosseini-Farzad, M.; Montakhab, Afshin // European Physical Journal B -- Condensed Matter;Sep2010, Vol. 77 Issue 1, p147 

    In this paper we study the effect of positional randomness on transmissional properties of a two dimensional photonic crystal as a function of a randomness parameter α ( α = 0 completely ordered, α = 1 completely disordered). We use finite-difference time-domain (FDTD) method to solve...

  • Unpolarized H1 photonic crystal nanocavities fabricated by stretched lattice design. Luxmoore, I. J.; Ahmadi, E. D.; Fox, A. M.; Hugues, M.; Skolnick, M. S. // Applied Physics Letters;1/24/2011, Vol. 98 Issue 4, p041101 

    We investigate the factors that affect the mode splitting in H1 planar photonic crystal cavities and hence demonstrate unpolarized emission with a high quality factor. Finite difference time domain simulations show that systematic errors in the fabrication process such as hole shape and period...

  • FDTD analysis of photonic crystal defect layers filled with liquid crystals. Kosmidou, Elissavet P.; Kriezis, Emmanouil E.; Tsiboukis, Theodoros D. // Optical & Quantum Electronics;Jan2005, Vol. 37 Issue 1-3, p149 

    Dielectric and metallic photonic crystals comprising nematic liquid crystal materials as defect layers or elements are investigated by the Finite Difference Time Domain (FDTD) method. Appropriate formulations of the FDTD algorithm, for the simulation of anisotropic and dispersive media as well...

  • Modal approach for tailoring the absorption in a photonic crystal membrane. Peretti, Romain; Gomard, Guillaume; Seassal, Christian; Letartre, Xavier; Drouard, Emmanuel // Journal of Applied Physics;Jun2012, Vol. 111 Issue 12, p123114 

    In this paper, we propose a method for tailoring the absorption in a photonic crystal membrane. For that purpose, we first applied time domain coupled mode theory to such a subwavelength membrane and demonstrated that 100% resonant absorption can be reached even for a symmetric membrane, if...

  • FDTD Method Including Material Dispersion for Solution of Fundamental Space-Filling Mode in Photonic Crystal Fibers. Pourkazemi, A.; Mansourabadi, M.; Kashaninia, A. // Journal of Applied Sciences;2009, Vol. 9 Issue 21, p3857 

    In this study, a Finite-Difference Time-Domain (FDTD) method including material dispersion for the full-vectorial analysis of Fundamental Space-filling Mode (FSM) of photonic crystal fibers is presented and we examine four different methods based on FDTD, to calculate RSM of a fiber to present...

  • Analysis and Simulation of High Transmission 60° Bending. Nikzad, A.; Jabbari, M.; Orvatinia, M.; Torabi, M. // Trends in Applied Sciences Research;Feb2012, Vol. 7 Issue 2, p142 

    In this study a different type of waveguides 60° bend high transmission photonic crystal with a broad bandwidth has been presented. This structure has been investigated using the numerical methods of plan wave expansion and finite-difference time- domain. The results indicated that bandwidth...

  • Finite-Difference Time-Domain Method Solution of Fundamental Space-Filling Mode in Photonic Crystal Fibers. Mansourabadi, M.; Poorkazemi, A.; Shamloufard, M.; Riazi, Y. // Journal of Applied Sciences;2009, Vol. 9 Issue 15, p2801 

    In this study, a Finite-Difference Time-Domain (FDTD) method for the full-vectorial analysis of Fundamental Space-filling Mode (FSM) of photonic crystal fibers is introduced. In order to increase the accuracy of results obtained by this method, an initial field distribution is proposed and Pade...

  • Improved directional emission by resonant defect cavity modes in photonic crystal waveguide with corrugated surface. Gan, D.; Qi, Y.; Yang, X.; Ma, J.; Cui, J.; Wang, C.; Luo, X. // Applied Physics B: Lasers & Optics;Dec2008, Vol. 93 Issue 4, p849 

    Directional emission of light from a photonic crystal (PC) waveguide can be observed by adding periodically corrugated surface as reported in Moreno et al. (Phys. Rev. B 69:121402, ). In this paper, it is being further shown by numerical simulation with finite-difference time-domain method that...

Share

Read the Article

Courtesy of VIRGINIA BEACH PUBLIC LIBRARY AND SYSTEM

Sorry, but this item is not currently available from your library.

Try another library?
Sign out of this library

Other Topics