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三维非线性异向介质的频率特性

Frequency features of a 3-D nonlinear metamaterial
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摘要 为了实现异向介质的可调性,推导了埋入在非线性介质中的由金属线和谐振环构成的具有三维周期性结构的Metamaterial有效磁导率表达式,计算了Metamaterial的有效磁导率实部和虚部对外场频率的响应.结果表明,当外场频率与这种Metamaterial的线性本征频率相差越小时,材料的左右手特性的跳变点就越小,且在非线性区材料的磁响应呈现双稳特性,这种现象可能被用于实现光学双稳态和光学开关器件. In order to create a tunable metamaterial we derived an expression of the effective magnetic permeability of a 3-D metamaterial created by periodical arrays of wires and split-ring resonators(SRRs)embedded into a nonlinear dielectric.We also calculated the dependencies of the real part and imaginary part of the effective permeability of the structure on varying external magnetic field strengths and different frequencies.The results showed that the characteristic magnetic field strength for switching of the structural property was proportional to the difference between the external field frequency and the linear eigen-frequency of the metamaterial.In the nonlinear regime the magnetic response of the metamaterial may become bistable.This phenomenon may be used to create optically bistable behavior,and hence optical switching devices,although as yet this has only been demonstrated at microwave frequencies.
出处 《哈尔滨工程大学学报》 EI CAS CSCD 北大核心 2010年第5期675-678,共4页 Journal of Harbin Engineering University
关键词 异向介质 非线性光学 回滞效应 有效磁导率 metamaterials nonlinear optics hysteresis effect effective permeability
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  • 1MANDELSHTAM L I.Group velocity in crystal lattice[J].Zh Eksp Teor Fiz,1945,15:475-478.
  • 2VESELAGO V G.The electrodynamics substances with simuhaneously negative values of ε and μ[J].Sov Phys Usp,1968,10(14):509-514.
  • 3PENDRY J B,HOLDEN A J,STEWART W J,et al.Extremely low frequency plasmons in metallic mesostruetures[J].Phys Rev Lett,1996,76(25):4773-4776.
  • 4PENDRY J B,HOLDEN A J,ROBBINS D,et al.Magnetism from conductors and enhanced nonlinear phenomena[J].IEEE the transactions on microwave theory and techniques,1999,47(11):2075-2084.
  • 5SMITHE D R,PADILLA W,VIER D C,et al.Composite medium with simultaneously negative permeability and permittivity[J].Phys Rev Lett,2000,84(18):4184-4187.
  • 6ZHAROV A A,SHADRIOV I V,KIVSHAR Y S.Suppression of left-handed properties in disordered metamaterials[J].Journal of Applied Physics,2005,97:113906-1-3.
  • 7BORN M,WOLF E.Principles of optics:electromagnetic theory of propagation,interference and diffraction of light[M].Cambridge:Cambridge University Press,2002.
  • 8SHADRIVOV I V,ZHAROVA N A,ZHAROV A A,et al.Defect modes and transmission properties of left-handed bandgap structures[J].Phys Rev E,2004,70(4):046615-1-6.
  • 9O'BRIEN S,MCPEAKE D,RAMAKRISHNA S A,PENDRY J B.Near-infrared photonic band gaps and nonlinear effects in negative magnetic metamaterials[J].Phys Rev B,2004,69(24):241101-1-4.
  • 10SHADRIVOV I V.Nonlinear guided waves and symmetry breaking in left-handed wavegaides[J].Photonics and Nanotructures-Fundamentals and Applications,2004 (2):175-180.

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