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一维非线性光子晶体中电磁波传播的理论分析
Theoretical Analysis on Electromagnetic Wave Propagations in One-dimensional Nonlinear Photonic Crystal
【摘要】 考虑具有金属包层结构的一维非线性光子晶体,应用Maxwell经典电磁理论,建立了电磁波传播特性的理论分析模型,得到了其电磁场的全波解。根据电磁场在包层边界应满足的基本关系,建立了描述其带隙结构的特征方程,给出了特征方程迭代求解的算法描述,为电磁波传播特性数值仿真分析提供了理论基础。
【Abstract】 Considering one-dimensional nonlinear photonic crystal with metal cladding and using Maxwell’s classical electromagnetic theories,the theoretical analysis model of the electromagnetic wave propagations is founded to obtain the full-wave solutions of the electromagnetic fields.With the boundary conditions satisfied by the electromagnetic fields in the interface between the crystal and the clad,the characteristic equation to describe the band gap structure is deduced.For solving the characteristic equation,the iterative algorithm is proposed.This algorithm provided a theoretical basis for the numerical simulation on the electromagnetic wave propagation characteristics.
【Key words】 nonlinear photonic crystal; fullwave analysis; characteristic equation; band gap structure;
- 【文献出处】 半导体光电 ,Semiconductor Optoelectronics , 编辑部邮箱 ,2006年04期
- 【分类号】O734
- 【下载频次】248