用微波网络方法求解径向任意介质分布圆柱介质波导的本征值问题。
The eigenvalue problem of radially inhomogeneous cylindrical dielectric waveguides is solved by microwave network method.
用微波网络方法分析了多种介质波导的色散特性，给出了这些波导的有效介电常数。
In this paper, the microwave network analysis of the dispersion characteristics for various dielectric waveguides is presented, and the effective dielectric constants of the waveguides are given.
用微波网络方法分析了多种介质波导的色散特性，给出了这些波导的有效介电常数。
We present in this paper an exact method of determining the orthonormal radiation modes of multilayer planar dielectric waveguides.
本文介绍微波网络参数的一种新的精确测量方法。
A new precision method to measure microwave network parameters is reported in this paper.
提出了利用天线测量系统和微波网络分析仪测量电子系统内部指定负载的接收截面的方法。
In this paper, a method of measuring the receiving area of a given susceptible element within an electronic system by using the antenna measurement system and microwave network analyzer is presented.
论文首先对时域有限差分方法的原理、传输线理论以及微波网络理论予以介绍。
Fundamental principles of FDTD method, basic theory of transmission line and microwave network are first introduced.
应用微波网络理论建立了基本方程，运用矩阵方法推导出待测件散射参量的闭定式表达式。
The closed form expressions for devices under test are derived by means of microwave network theory and matrix techniques.
本文采用矩量法和微波网络理论相结合的方法分析了车载多天线系统的电磁兼容问题。
The moment method combined with theory of microwave network is used for the analysis of EMC problems of the vehicular multiple antennas system.
本文依据传输线理论、微波网络理论、天线原理、矩量法和矩阵理论等，建立起基本传输线方程和四种等效电路模型，为使用集总电路迭代近似方法建立了基础。
In this paper, basic transmission line equation and four kinds of lumped-circuit model were constructed according to transmission line theory, microwave network, antenna theory and matrix theory.
介绍一种在原有六端口技术基础上进行改造后的八端口微波网络，并给出一种实用简便的自校准方法。
An eight-port microwave network based on the design of six-port microwave network is introduced in this paper. In addition, a practical, simple and convenient self-calibration method is presented.
介绍一种在原有六端口技术基础上进行改造后的八端口微波网络，并给出一种实用简便的自校准方法。
An eight-port microwave network based on the design of six-port microwave network is introduced in this paper. In addition, a practical, simple and convenient self-calibration method is presented.
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