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反铁磁晶体中的非线性TE表面波
引用本文:王奇,王又发,鲍家善.反铁磁晶体中的非线性TE表面波[J].物理学报,1997,46(1):145-154.
作者姓名:王奇  王又发  鲍家善
作者单位:上海大学物理系
摘    要:将反铁磁晶体中TE表面波满足的非线性波动方程变形为伯努利微分方程,用反函数形式给出了表面波磁场的精确解.证明非线性TE表面波存在的必要条件是μx>0.求得了色散方程,分析了非线性TE波的频率范围.理论结果表明,导波磁场峰值位置具有稳定性,同功率无关;在ε1>ε2条件下,在功率阈值之上,一个传播功率对应两个不同的有效折射率,表面导波具有双稳特性 关键词

关 键 词:反铁磁晶体  非线性波动  表面波
收稿时间:1995-10-12

NONLINEAR TE SURFACE WAVES ON AN ANTI FERROMAGNET
WANG QI,WANG YOU-FA and BAO JIA-SHA.NONLINEAR TE SURFACE WAVES ON AN ANTI FERROMAGNET[J].Acta Physica Sinica,1997,46(1):145-154.
Authors:WANG QI  WANG YOU-FA and BAO JIA-SHA
Abstract:The nonlinear characteristics of TE surface wave on an anti-ferromagnet is studied.The nonlinear motion equation for TE wave is converted to Bernoulli differential equation and its exact solution is found in a form of inverse function.The necessary condition for the existence of nonlinear TE surface wave is μx>0.The dispersion equation and the frequency region are analyzed.The theoretical results show that the peak position of the magnetic field is not a function-of power and localized steadily at the surface of the material.In the condition of-- ε12 one guiding power corresponds two different effective refraction indexes showing the bistable property of the nonlinear TE surface waves.
Keywords:
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