1) transfer matrix
传输矩阵
1.
Analysis on the external cavity laser diode with the theory of ray transfer matrix;
LD外腔结构的传输矩阵理论分析
2.
Research of MEMS-based tunable vertical cavity semiconductor optical amplifiers based on transfer matrix;
传输矩阵法研究MEMS可调谐垂直腔半导体光放大器
3.
Research of gain of vertical cavity semiconductor optical amplifiers based on transfer matrix method;
传输矩阵法研究垂直腔半导体光放大器增益特性
2) Transmission matrix
传输矩阵
1.
In this paper, we carry out the numerical calculating on defect modes of 1D photonic crystal and analyse the defect mode characteristics in detail by the optical transmission matrix method.
本文利用光学传输矩阵理论,对一维光子晶体缺陷层存在和不存在时光子晶体缺陷模进行了研究。
2.
The polarization transmission matrix in electrooptical modulating system is given.
导出电光调制系统偏振传输矩阵 。
3.
By transmission matrix method,the transitivity of the slab can be obtained.
研究了由各向异性左手化材料和右手化材料构成的平板结构,利用传输矩阵方法,确定了平板结构的透射率和反射率。
3) transfer matrix method
传输矩阵
1.
The transmission of light wave through one dimensional metallodielectric photonic crystals was simulated by the transfer matrix method.
利用传输矩阵方法 ,从理论上研究了金属插层对由Si SiO2 组成的一维光子晶体中光传输特性的影响 。
2.
Transfer matrix method(TMM) is used to analyed transmission properties of one-dimensional photonic crystal with defect mode,and its situation of properties are study as the change of defect thickness and the number of period.
采用传输矩阵理论,分析了带缺陷的一维光子晶体的传输特性,随缺陷层厚度和周期数变化的情况,并把这种结构应用于微带天线中,通过HFSS软件仿真,结果表明,相比于普通的微带天线,光子晶体天线的谐振频率有所降低,方向性得到了很大的改善。
3.
Secondly, we took TiO_2 and SiO_2 thin films as compositional layers, designed period structures, structures with defect layers as well as their heterostructures, and simulated their PBSs using transfer matrix method (TMM).
利用传输矩阵方法,从理论上研究这些一维光子晶体的带隙特征。
4) Transfer-matrix
传输矩阵
1.
An introduction is given on the calculation of method of one-dimensional photonic crystals with resonant cavity modes, specially on the method of spectrum and electricity, transfer-matrix method.
介绍了具有共振腔模式的一维光子晶体光谱特性及电场特性计算的传输矩阵方法;基于该结构光学性质如:电场局域态、禁带,综述了其在光学器件中的应用;并提出了需要对该结构进行改进的几个方面。
2.
The optical transmission in an one-dimension Fibonacci supper-lattice composed of right-handed and left-handed materials was investigated by means of the transfer-matrix method.
利用传输矩阵方法研究了光在由正、负折射率介质构成的FC(N)准晶链排列的多层介质膜中传播时的电磁波透射谱性质。
3.
Based on the coupled-mode theory, the transfer-matrix method is used to calculate the transmission spectra ofπphase-shifted long-period fiber gratings(LPPG).
应用耦合模理论和传输矩阵法计算模拟了均匀长周期光纤光栅的透射谱,采用不同的切趾函数对其进行了切趾优化,通过比较得出了最佳的切趾函数。
5) transfer matrix method
传输矩阵法
1.
Using transfer matrix method, the optical transmission properties in 1D defect photonic crystals was analyzed, and the band gap property of 1D photonic crystal was obtained.
采用Si和SiO2两种介质材料构造一维缺陷光子晶体,缺陷层介质为Si,利用传输矩阵法对带有缺陷的一维光子晶体的传光特性进行了理论分析,并得到其带隙特性。
2.
Plane wave expansion techniques and transfer matrix method are used to study the two-dimensional photonic crystal with a triangular lattice of dielectric cylinders in air.
将平面波展开法和传输矩阵法作为光子晶体研究的理论工具,计算了二维三角形晶格圆柱晶胞光子晶体的能带结构,并且研究了光子晶体在不同入射角度下的光学传输特性。
3.
The sampled uniform fiber gratings are theoretically analyzed and numerically simulated with the transfer matrix method.
在此基础上用传输矩阵法对取样均匀光纤Bragg光栅进行了理论分析,并依据此方法对取样光栅的反射谱进行了数值仿真,通过对仿真结果的比较,总结了"净光栅"长度、占空比T、取样周期p等参数对取样光栅反射谱特性的影响。
6) Transfer matrix
传输矩阵法
1.
The authors proposed a new model of one-dimensional photonic crystal composed of alternately arranged RHM and LHM layers, calculated numerically the transmission spectra of the model with the transfer matrix method, and theoretically analyzed characteristics of the band-gap structure.
提出了用正、负折射率介质层交替排列构成的一维光子晶体模型,并且用传输矩阵法计算了该模型的透射谱,从理论上分析了其带隙结构。
2.
The spectral character has been numerically simulated using the transfer matrix approach.
引入分层传输矩阵法建立仿真模型,利用一组典型的光纤布拉格光栅参数并采用分层赋值与矩阵叠加的方法,数值模拟了超声波作用下光纤布拉格光栅的频谱特性。
3.
On the other hand,although the transfer matrix method could be used instead for higher convergence speed,the precision is poor because of the neglect of the grads of strain change.
采用耦合模理论和龙格-库塔的方法可以准确地分析非均匀应变场中的FBG光谱特性,其缺点是收敛速度慢;而传输矩阵法虽然可以大大提高收敛速度,但是由于忽略了非均匀应变场的变化梯度,在分析变化率较大的非均匀应变场时与龙格-库塔方法相比准确度较差,通过改进适用于分析非均匀应变场的FBG等效周期,既保留了传输矩阵分析FBG的快速收敛性,又保证了分析准确性。
补充资料：传播常数(见传输线)
传播常数(见传输线)
propagation constant
ChUon匕oChongsh日传播常数(propagation constant)线。见传输
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条