Based on electromagnetic theories, the expression of transfer matrix of periodical structure formed by single-negative materials is deduced.
从光的电磁理论出发，导出了光在单负材料周期性结构的传输矩阵。
The transmission spectrum of multiple quantum well structure with thickness-modulated dual-period was studied by means of transfer matrix method.
采用传输矩阵方法，研究了一维双周期厚度调制的多量子阱的透射谱。
The resonance and tunneling problem of pairing conjugate structure consisting of negative permittivity and negative permeability materials were studied by using transfer matrix methods.
利用转移矩阵方法，研究了负介电常数材料和负磁导率材料组成的双层共轭结构的共振隧穿问题。
We analyze the band structure of evanescent wave in the CPRW by Bloch theory, and discuss the transmission properties of the CPRW with a finite number of periods by transfer matrix method.
然后利用布洛赫理论分析了CPRW中存在的倏逝波的带结构，利用传输矩阵的方法讨论了有限周期的CPRW的透过率特性。
This paper derived the transfer matrix for the bilayer structure composed of left-handed and right-handed materials.
推导出了由左右手材料构成的双层结构的转移矩阵。
Using transfer matrix method, this paper designed theoretically the multilayer 1D PC and the structure with defect layer.
可见光波段一维光子晶体及其含缺陷结构设计采用传输矩阵法。
Based on transfer matrix method (TMM) and virtual boundary element method (VBEM), proposed a direct solution to 2-d sound-structure interaction problem under harmonic excitation is proposed.
本文基于传递矩阵法(TMM)和虚拟边界元法(VBEM)，提出了一种求解在谐激励作用下二维结构-声耦合问题的直接法。
The filtering characteristics of photonic crystals with symmetrical structure and asymmetrical structure have been calculated and discussed by using transfer matrix method.
为了得到一维光子晶体新的滤波特性，并把这种特性应用到滤波器的设计中。
The filtering characteristics of photonic crystals with symmetrical structure and asymmetrical structure have been calculated and discussed by using transfer matrix method.
为了得到一维光子晶体新的滤波特性，并把这种特性应用到滤波器的设计中。
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