[1] [1] M. L. Povinelli,S. G. Johnson,J. D. Joannopoulos. Slow-light,band-edge waveguides for tunable time delays [J]. Opt. Express,2005,13(8):7145-7159

[2] [2] R. S. Tucker,P. C. Ku,C. J. Chang-Hasnain. Slow-light optical buffers:capabilities and fundamental limitations [J]. Lightwave. Technol.,2005,23(12):4046-4066

[3] [3] R. S. Tucker,P. C. Ku,C. J. Chang-Hasnain. Delay-bandwidth product and storage density in slow-light optical buffers [J]. Electron. Lett.,2005,41(4):61-62

[4] [4] M. Soljacic,S. G. Johnson,S. Fan et al.. Photonic-crystal slow-light enhancement of nonlinear phase sensitivity [J]. J. Opt. Soc. Am. B,2002,19(9):2052-2059

[5] [5] R. Almeida,J. Pelegrini,H. Waldman. A generic-traffic optical buffer modeling for asynchronous optical switching networks [J]. Commun. Lett.,2005,9(2):175-177

[6] [6] A. Fayoumi,A. P. Jayasumana. A surjective-mapping based model for optical shared-buffer cross-connect [J]. IEEE ACM Trans. Netw.,2007,15(1):226-233

[7] [7] A. Kushawaha,S. K. Bose,Y. N. Singh. Analytical modeling for performance studies of an. FLBM-based all-optical packet switch [J]. J. IEEE Comm. Lett.,2001,5(5):227-229

[8] [8] L. V. Hau,S. E. Dutton,C. H. Behroozi. Light speed reduction to 17 metres per second in an ultracold atomicgaps [J]. Nature,1999,397:594-598

[9] [9] P. C. Ku,F. Sedgwich,C. J. Chang-Hasnain et al.. Slow light in semiconductor quantum wells [J]. Opt. Lett.,2004,29(19):2291-2293

[10] [10] F. hman,K. Yvind,J. Mrk. Slow light in semiconductor waveguide for true-time delay applications in microwave photonics [J]. IEEE Photo. Tech. Lett.,2007,19(15):1145-1147

[11] [11] Y. Okawachi,M. S. Bigelow,J. E. Sharpig et al.. Tunable all-optical delays via brillouin slow light in an optical fiber [J]. Phys. Rev. Lett.,2005,94(15):153902

[12] [12] A. Schweinsberg,N. N. Lepeshkin,M. S. Bigelow et al.. Observation of superluminal and slow light propagation in erbium-doped optical fiber [J]. Europhys. Lett.,2006,73(2):218-224

[13] [13] Y. A. Vlasov,M. O. Boyle,H. F. Hamann et al.. Active control of slow light on a chip with photonic crystal waveguides [J]. Nature,2005,438:65-69

[14] [14] A. Yariv,Y. Xu,R. K. Lee et al.. Coupled-resonator optical waveguide:a proposal and analysis [J]. Opt. Lett.,1999,24(11):711-713

[15] [15] E. Ozbay,M. Bayindir,I. Bulu et al.. Investigation of localized coupled-cavity modes in two-dimensional photonic bandgap structures [J]. IEEE J. Quantum Electron.,2002,38(7):837-843

[16] [16] K. Sakai,E. Miyai,S. Noda. Two-dimensional coupled wave theory for square-lattice photonic-crystal lasers with TM-polarization [J]. Opt. Express,2007,15(7):3981-3990

[17] [17] T. Tanabe,M. Notomi,E. Kuramochi et al.. Trapping and delaying photons for one nanosecond in an ultrasmall high-Q photonic-crystal nanocavity [J]. Nature Photonics,2007,1(1):49-52

[18] [18] T. Tanabe,M. Notomi,E. Kuramochi et al.. Large pulse delay and small group velocity achieved using ultrahigh-Q photonic crystal nanocavities [J]. Opt. Express,2007,15(12):7826-7838

[19] [19] H. Altuga,J. Vuckovic. Experimental demonstration of the slow group velocity of light in two-dimensional coupled photonic crystal microcavity arrays [J]. Appl. Phys. Lett.,2005,86(11):111102

[20] [20] T. Yang,Y. Sugimoto,S. Lan et al.. Transmission properties of coupled cavity waveguides based on two-dimensional photonic crystals with a triangular lattice of air holes [J]. J. Opt. Soc. Am. B,2003,20(9):1922-1926

[21] [21] I. Neokosmidis,T. Kamalakis,T. Sphicopoulos. Optical delay lines based on soliton propagation in photonic crystal coupled resonator optical waveguides [J]. IEEE. J. Quantum. Electron.,2007,43(7-8):560-567

[22] [22] A. Martinez,A. Garcia,P. Sanchis et al.. Group velocity and dispersion model of coupled-cavity waveguides in photonic crystals [J]. J. Opt. Soc. Am. A,2003,20(1):147-150

[23] [23] Lu Hui,Tian Huiping,Li Changhong et al.. Research on new type of slow light structure based on 2D photonic crystal coupled cavity waveguide [J]. Acta Physica Sinica,2009,58(3):2049-2054

[24] [24] Li Changhong,Tian Huiping,Lu Hui et al.. Investigation on structure properties of slow light in photonic crystal coupled resonator optical waveguide [J]. Acta Photonica Sinica,2009,38(12):3216-3219

[25] [25] Quan Yujun,Han Peide,Lu Xiaodong et al.. A numerical method to calculate and analyze of defect modes in two-dimensional photonic crystal [J]. Acta Optica Sinica,2006,26(12):1841-1846

[26] [26] Lin Xubing,Chen Yujie,Li Baojun. Photonic crystal with absolute band gap in a two-dimensional quasi-honeycomb structure [J]. Acta Optica Sinica,2006,26(1):127-130

[27] [27] Wu Junfeng,Chang Yuchun,Wang Haisong. Transmission characteristic of photonic crystal waveguide [J]. Chinese J. Lasers,2002,29(8):711-713

[28] [28] S. P. Guo,S. Albin. Numerical techniques for excitation and analysis of defect modes in photonic crystals [J]. Opt. Express,2003,11(9):1080-1089

[29] [29] S. G. Johnson,J. D. Joannopoulos. Block-interative frequency-domain methods for Maxwell′s equations in a planewave basis [J]. Opt. Express,2001,8(3):173-189

[30] [30] J. Shim,E. K. Lee,Y. J. Lee et al.. Density-function calculations of defect formation energies using the supercell method:Brillouin-zone sampling [J]. Phys. Rev. B,2005,71(24):245204

[31] [31] She Shouxian. Physical Principles of Waveguide Optics[M]. Beijing:Northern Jiaotong University Press,2002

[32] [32] C. H. Li,H. P. Tian,C. Zheng et al.. Improved line defect structures for slow light transmission in photonic crystal waveguide [J]. Opt. Commun.,2007,279(1):214-218