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Nonlinear analysis of dispersion from double periodic semiconductor grating

机译:双周期半导体光栅色散的非线性分析

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We have derived the dispersion relation for double GaAs semiconductor grating, using nonlinear boundary condition approach. The grating medium is assumed to nonmagnetic and it has sinusoidal undulation of angular frequency omega on both side of the film. In the limit when plasma wavevector k(p) is greater than k(parallel to) wavevector of the wave, we obtained two branches in the dispersion curve which corresponds to electrostatic charge disposition on the two sides of grating. In the limiting case k(p)), the grating radiate the electromagnetic field in the vicinity area. [References: 16]
机译:利用非线性边界条件方法,推导了双GaAs半导体光栅的色散关系。假定光栅介质是非磁性的,并且在薄膜的两侧均具有角频率ω的正弦起伏。在等离子体波矢量k(p)大于波的k(平行)的极限下,我们在色散曲线中获得了两个分支,这两个分支对应于光栅两侧的静电荷配置。在极限情况k(p))中,光栅在附近区域辐射电磁场。 [参考:16]

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