介质阻挡放电中一维等离子体光子晶体及其带隙特性

  • 范伟丽 ,
  • 董丽芳
展开
  • 河北大学物理科学与技术学院,河北保定,071002

网络出版日期: 2012-07-25

基金资助

河北省教育厅资助项目,河北省自然科学基金资助项目

One-dimensional plasma photonic crystals in dielectric barrier discharge and its photonic bandgaps

  • FAN Wei-li ,
  • DONG Li-fang
Expand

Online published: 2012-07-25

摘要

在双水电极大气压氩气介质阻挡放电中获得了一维可调等离子体光子晶体.通过类似于量子力学Kronig-Penney模型求解周期势的方法,求解Maxwell方程得到了一维等离子光子晶体的色散关系.结合实验数据,理论模拟了晶格常数、等离子体与介质的厚度比、电子密度等不同参数对等离子体光子晶体带隙的影响.结果表明:等离子体光子晶体晶格常数的增大导致能级位置降低,相速度减小;在相同的晶格常数下,等离子体填充比增大时,带隙位置将略有上升且光子带隙数目增加;当电子密度大于1020 m-3时,等离子体光子晶体具有显著禁带宽度.

本文引用格式

范伟丽 , 董丽芳 . 介质阻挡放电中一维等离子体光子晶体及其带隙特性[J]. 河北大学学报(自然科学版), 2012 , 32(4) : 363 -368 . DOI: 10.3969/j.issn.1000-1565.2012.04.006

参考文献

[1] 刘少斌, 朱传喜, 袁乃昌, Liu Shao-Bin, ZHU Chuan-xi, YUAN Nai-chang. 等离子体光子晶体的FDTD分析 [J]. 物理学报 2005.doi:10.3321/j.issn:1000-3290.2005.06.061
[2] 林明东, 邵福球, 欧阳建明, LIN Ming-dong, SHAO Fu-qiu, OUYANG Jian-ming. 一维等离子体光子晶体的带隙研究 [J]. 光学技术 2008.doi:10.3321/j.issn:1002-1582.2008.03.042
[3] 范伟丽, 贺亚峰, 刘微利, 刘富成, 董丽芳, FAN Wei-li, HE Ya-feng, LIU Wei-li, LIU Fu-cheng, DONG Li-fang. 介质阻挡放电中四边形向超四边形斑图的转化 [J]. 河北大学学报(自然科学版) 2007.doi:10.3969/j.issn.1000-1565.2007.z1.052
[4] 杨玉杰, 董丽芳, 贺亚峰, 岳晗, YANG Yu-jie, DONG Li-fang, HE Ya-feng, YUE Han. 介质阻挡放电中的局域态粒子对结构 [J]. 河北大学学报(自然科学版) 2009.doi:10.3969/j.issn.1000-1565.2009.04.008
[5] YABLONOVITCH E. Inhibited spontaneous emission in solid state physics and electronics [J]. Physical Review Letters 1987, 58.
[6] JOHN S. Strong localization of photons in certain disordered dielectric superlattices [J]. Physical Review Letters 1987, 58.
[7] HITOSHI H, ATSUSHI M. Dispersion relation of electromagnetic waves in one-dimensional plasma photonie crystals [J]. Journal of Plasma and Fusion Research 2004, 80.
[8] Sakai O, Sakaguchi T, Tachibana K. Verification of a plasma photonic crystal for microwaves of millimeter wavelength range using two-dimensional array of columnar microplasmas [J]. Applied physics letters 2005, 24(24).
[9] Sakai O, Sakaguchi T, Tachibana K. Photonic bands in two-dimensional microplasma arrays. I. Theoretical derivation of band structures of electromagnetic waves [J]. Journal of Applied Physics 2007, 7(7).
[10] Sakaguchi T, Sakai O, Tachibana K. Photonic bands in two-dimensional microplasma arrays. II. Band gaps observed in millimeter and subterahertz ranges [J]. Journal of Applied Physics 2007, 7(7).
[11] Shiveshwari L, Mahto P. Photonic band gap effect in one-dimensional plasma dielectric photonic crystals [J]. Solid State Communications 2006, 3(3).
[12] Weili Fan, Lifang Dong, Haitao Zhao, Yujie Yang. A Potential Tunable Plasma Photonic Crystal: Applications of Atmospheric Patterned Gas Discharge [J]. IEEE Transactions on Plasma Science 2009, 6 Pt.1(6 Pt.1).
[13] Fan, W., Zhang, X., Dong, L.. Two-dimensional plasma photonic crystals in dielectric barrier discharge [J]. Physics of plasmas 2010, 11(11).
[14] QI Limei, YANG Ziqiang. LAN Feng, et al, Properties of obliquely incident electromagnetic wave in one-dimensional magnetized plasma photonic crystals [J]. Physics of Plasmas 2010, 17.
[15] Li Wei, GONG Ma-li, WEI Yan-Yu, XIE Hong-quan. The dispersive properties of a dielectricrod loaded waveguide immersed in a magnetized annular plasma [J]. 2004.
[16] GUO B. Photonic band gap structures of obliquely incidengt electromagnatic wave propagation in one-dimentional absorptive plasma photonic crystal [J]. Plasma of Physics 2009, 16.
[17] Sakai O., Tachibana K.. Properties of Electromagnetic Wave Propagation Emerging in 2-D Periodic Plasma Structures [J]. IEEE Transactions on Plasma Science 2007, 5(5).
文章导航

/

〈 〉