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声子晶体中弹性波带隙与散射

Elastic wave band gap and scattering in phononic crystal
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摘要 声子带隙产生条件是声子晶体研究的一个重要问题,首先对钢圆柱体嵌入空气基质组成的声子晶体散射截面进行计算,然后用平面波方法计算了弹性波带结构。结果表明声子带隙将出现在两个完全分离的共振态之间。因此,声子晶体产生完全带隙的条件是弹性波在基质材料中的传播被禁止并远离共振。 The emergent conditions of phononic band gaps are important problem to phononic crystal studying, We calculate the scattering cross section of steel cylinders embedded in air with periodic array, by using the plane waves expansion method, the elastic waves band structure are calculated. The results indicate that phononic band gap appear in frequency regions between two well separated resonance states. The gaps should appear at frequencies: such that the propagation along the host material is inhibited and far away from resonance.
出处 《功能材料》 EI CAS CSCD 北大核心 2005年第2期244-245,249,共3页 Journal of Functional Materials
基金 教育部博士点基金资助项目(20030532008)
关键词 声子晶体 带隙 散射 Bessel functions Crystals Cylinders (shapes) Elastic waves Resonance Scattering Wave propagation
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参考文献10

  • 1Econmou E M,SigalasM. [J]. J Acoust Soc Am,1994,95:1734-1740.
  • 2KushwahaMS, Halevi P, Martinez G, et al. [J]. Phys Rev,1994,B49,2313-2321.
  • 3Vasseur J O, Deymier P A, Frantziskonis G, et al. [J].J Phys Condens Matter, 1998,10: 6051-6064.
  • 4Sondergard T, Dridi K H. [J]. Phys Rev, 2000, B61:15688-15696.
  • 5Goffaux C, Vigneron J P. [J]. Phys Rev, 2001,B64:075118(1-5).
  • 6Psarobas I E, Stefanou N, Modinos A. [J]. Phys Rev,2000,B62: 278-291.
  • 7Klironomos A D, Economou E N. [J]. Solid State Commun, 1998,105:327-332.
  • 8Kafesaki M, Economou E N. [J]. Phys Rev,1995,B52:13317-13331.
  • 9LIU Zhengyou, Chan C T, SHENG Ping. [J]. Phys Rev, 2000 ,B62: 2446-2457.
  • 10White R M. [J]. J Acoust Soc Am, 1958,30:771-785.

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