[1] YABLONOVITCH E.Inhibited spontaneous emission in solid-state physics and electronics［J］.Physical Review Letter,1987,58(20): 2059-2062.
[2] JOHN S.Strong localization of photons in certain disordered dielectric superlattices［J］.Physical Review Letter,1987,58(23): 2486-2489.
[3] NODAS, CHUTINAN A,IMADA M.Trapping and emission of photons by a single defect in a photonic bandgap structure［J］.Nature,2000,407: 608-610.
[4] TOKUSHIMA M,KOSAKA H,TOMITA A,et al.Lightwave propagation through a 120° sharply bent single-line-defect photonic crystal waveguide［J］.Applied Physics Letters,2000,76(8): 952-954.
[6] LUC,HU X,ZHANG Y,et al.Ultralow power all-optical diode in photonic crystal heterostructures with broken spatial inversion symmetry［J］. Applied Physics Letters,2011,99(5): 051107.
[7] HSUC W,ZHEN B,LEE J,et al.Observation of trapped light within the radiation continuum［J］.Nature,2013,499: 188-191.
[8] ZHOU X Z,WANG Y S,ZHANG C Z.Effect of material parameters on elastic band gaps of two-dimensional solid phononic crystals［J］.Journal of Applied Physics,2009,106(1): 014903.
[9] GARCIA-ADEVA A J.Band gap atlas for photonic crystals having the symmetry of the kagomé and pyrochlore lattices［J］.New Journal of Physics,2006,8: 86.
[10] YANG Y,POO Y,WU R X,et al.Experimental demonstration of one-way slow wave in waveguide involving gyromagnetic photonic crystals［J］.Applied Physics Letters,2013,102(23): 231113.
[11] ZHONG Kai,ZHANG Hui-Yun,ZHANG YU-Ping,et al.Optimal design based on a two-dimensional photonic crystal of hexagonal lattice with a large complete band gap.［J］. Acta Physica Sinica,2007,56(12): 7029-7033.
[12] JOVANOVIC D,GAJIC R,HINGERL K.Refraction and band isotropy in 2D square-like Archimedean photonic crystal lattices［J］.Optics Express,2008,16(6): 4048-4058.
[13] WANG R,WANG X H,GU B Y,et al.Effects of shapes and orientations of scatterers and lattice symmetries on the photonic band gap in two-dimensional photonic crystals［J］.Journal of Applied Physics,2001,90(9): 4307-4313.
[14] SHEN Juan-juan,HE Xing-dao,LIU Bin,et al.Photonic band gaps of two-dimensional hexagon-lattice photonic crystals based on taiji-shaped dielectric rods［J］. Acta Physica Sinica,2013,62(8): 084213.
[15] SHENG J J,HE X D,LIU R B,et al.Effects of symmetry breaking of scatterers on photonic band gap in hexangular-lattice photonic crystal［J］.Optics Communications,2013,303(15): 8-12.
[16] LIU Hui,LIU Dan,ZHAO Heng,et al.Study on complete photonic band gaps of two-dimensional air annular photonic crystals［J］. Acta Physica Sinica,2013,62(19): 194208.
[17] ANDERSON C M,GIAPIS K P.Larger two-dimensional photonic band gaps［J］.Physical Review Letter,1996,77(14): 2949-2952.
[18] GAJIC R,MEISELS R,KUCHAR F,et al.All-angle left-handed negative refraction in kagomé and honeycomb lattice photonic crystals［J］.Physical Review B, 2006,73(16): 165310.
[19] MIKHAEL J,ROTH J,HELDEN L,et al.Archimedean-like tiling on decagonal quasicrystalline Surfaces［J］.Nature,2008,454: 501-504.
[20] DAVID S,CHELNOKOV A,LOURTIOZ J M.Wide angularly isotropic photonic bandgaps obtained from two-dimensional photonic crystals with Archimedean-like tilings［J］.Optics Letters,2000,25(14): 1001-1003.
[21] HAN Chang-sheng,YANG Yi-biao,WANG Yun-cai,et al.Bandgap characteristics of two-dimensional archimedes (4.82) compound lattice photonic crystals with dielectric rods［J］.Acta Photonica Sinica,2014,43(6): 0616003.
[22] ZHONG Qi,HAN Kui,SHENG Xiao-peng,et al.Polarization-indepent self-collimation bends and beam splitters in 32,4,3,4 Archimedean photonic crystals［J］. Acta Physica Sinica,2010, 59(10): 7060-7065.
[23] UEDA K,DOTERA T,GEMMA T.Photonic band structure calculations of two-dimensional Archimedean tiling patterns［J］.Physical Review B,2007,75(19): 195122.
[24] YABLONOVITCH E,GMITTER T J,LEUNG K M.Photonic band structure: the face-centered-cubic case employing nonspherical atoms［J］.Physical Review Letter,1991,67(17): 2295-2298.
[25] ZHAO Huan-yu,LUO Yan-hong,CHEN A-li.Properties of acoustic band structure of phononic crystal with square-like Archimedean lattices［J］. Journal of Synthetic Crystals,2012,41(1): 243-247.
