Complete Band-Gap in Two-Dimensional Quasiperiod Photonic Crystals with Hollow Cylinders
FENG Zhi-Fang, FENG Shuai, REN Kun, LI Zhi-Yuan, CHENG Bing-Ying, ZHANG Dao-Zhong
Optical Physics Laboratory, Institute of Physics, Chinese Academy of Sciences, Beijing 100080
Complete Band-Gap in Two-Dimensional Quasiperiod Photonic Crystals with Hollow Cylinders
FENG Zhi-Fang;FENG Shuai;REN Kun;LI Zhi-Yuan;CHENG Bing-Ying;ZHANG Dao-Zhong
Optical Physics Laboratory, Institute of Physics, Chinese Academy of Sciences, Beijing 100080
关键词 ：
42.70.Qs ,
41.20.Jb ,
74.81.-g
Abstract ： The transmission properties of quasiperiodic photonic crystals (QPCs) based on the random square-triangle tiling system are investigated by the multiple scattering method. The hollow cylinders are introduced in our calculation. It is found that QPCs with hollow cylinders also possess a complete band gap common to s- and p-polarized waves when the inner radius of hollow cylinders is larger than a certain value. The QPCs possessing the complete band gap can be applied to the fields of light emitting, wave-guides, optical filters, high-Q resonators and antennas.
Key words ：
42.70.Qs
41.20.Jb
74.81.-g
出版日期: 2005-08-01
:
42.70.Qs
(Photonic bandgap materials)
41.20.Jb
(Electromagnetic wave propagation; radiowave propagation)
74.81.-g
(Inhomogeneous superconductors and superconducting systems, including electronic inhomogeneities)
引用本文:
FENG Zhi-Fang;FENG Shuai;REN Kun;LI Zhi-Yuan;CHENG Bing-Ying;ZHANG Dao-Zhong. Complete Band-Gap in Two-Dimensional Quasiperiod Photonic Crystals with Hollow Cylinders[J]. 中国物理快报, 2005, 22(8): 1941-1943.
链接本文:
https://cpl.iphy.ac.cn/CN/
或
https://cpl.iphy.ac.cn/CN/Y2005/V22/I8/1941
[1]
FENG Shuai;WANG Yi-Quan;LI Zhi-Yuan;CHENG Bing-Ying; ZHANG Dao-Zhong. Imaging Properties of a Rectangular-Lattice Metallic Photonic-Crystal Slab
[2]
DING Wei-Qiang;TANG Dong-Hua;CHEN Li-Xue;ZHAO Yuan;LIU Yan. Photonic Crystal Waveguide Intersection Based on Self-Imaging of Multi-Mode Interference
[3]
WANG Zhi-Yong;XIONG Cai-Dong. Superluminal Behaviour of Modified Bessel Waves
[4]
REN Yu-Chao;GUO Li-Xin;WU Zhen-Sen. Direct Solution of the Inverse Problem for Rough Surface Scattering
[5]
WANG Chun-Xia;XU Xing-Sheng;LI Fang;DU Wei;XIONG Gui-Guang;LIU Yu-Liang;CHEN Hong-Da. Light-Propagation Characteristics of Photonic Crystal Waveguide Based on SOI Materials at Different Polarized States
[6]
HE Xiao-Yong;CAO Jun-Cheng;FENG Song-Lin. Simulation of the Propagation Property of Metal Wires Terahertz Waveguides
[7]
LI Fei;HUANG Yi-Dong;ZHANG Wei;PENG Jiang-De. Spatially Inhomogeneous Gain Modification in Photonic Crystals
[8]
LIU Xuan-Bin;CAO Zhuang-Qi;ZHU Peng-Fei;SHEN Qi-Shun;LIU Xiang-Min. Simultaneously Large and Opposite Lateral Beam Shifts for TE and TM Modes on a Double Metal-Cladding Slab
[9]
JIANG Ping;HU Xiao-Yong;YANG Hong;GONG Qi-Huang. Fabrication of Two-Dimensional Organic Photonic Crystal Microcavity
[10]
XU Xing-Sheng;CHEN Hong-Da. Transient Emission of Three-Level Atoms in a Photonic Crystal with a Pseudogap
[11]
ZHANG Gao-Ming;PENG Jing-Cui;JIAN Zhi-Jian;HUANG Xiao-Yi. Transmission Loss due to Modes Conversion Caused by Random Surface Imperfections in Left-Handed-Material Slab Waveguides
[12]
SHEN Yi-Feng;XU Chun;TANG Yun-Fei;LIU Xiao-Han;ZI Jian;CHEN Hong. Ultra-Compact, Subwavelength and Single-Mode Cavity Resonator
[13]
ZHAO Guo-Zhong;TIAN Yan;SUN Hong-Qi;ZHANG Cun-Lin;YANG Guo-Zhen. Multiband Terahertz Photonic Band Gaps of Subwavelength Planar Fractals
[14]
ZHONG Yu;SHEN Lin-Fang;RAN Li-Xin;CHEN Xu-Dong;Liisi JylhäTomasz M. Grzegorczyk;Jin Au Kong;. Reflection and Refraction on the Boundary of a Left-Handed Material with a Hyperbolic Dispersion Relation
[15]
FENG Shuai; SUN Mei;REN Cheng;REN Kun;FENG Zhi-Fang;LI Zhi-Yuan; CHENG Bing-Ying;ZHANG Dao-Zhong. Negative Refraction and Imaging in a Triangular-Lattice Metallic Photonic-Crystal Slab
2005, Vol. 22 
