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网络矩阵方程
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  “网络矩阵方程”译为未确定词的双语例句
     General Formulation of Network Matrrx Equation without Resort of Source Transformation
     不用电源变换直接建立网络矩阵方程
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  相似匹配句对
     REAL SYMMETRIC MATRIX EQUATION
     对称矩阵方程
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     Hermitian Matrix Equation
     Hermite矩阵方程
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     The Direct Method for Establishing Loop--Matrix Eguations About a Complex Network
     复杂网络回路矩阵方程的直接建立法
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     ON THE MATRIX ANALYSIS OF NETWORKS
     关于网络矩阵分析
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     General Formulation of Network Matrrx Equation without Resort of Source Transformation
     不用电源变换直接建立网络矩阵方程
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The electromagnetic coupling of an incident plane wave through some small apertures into a shielding cavity is studied. By using the equivalence principle and the method of moments, the generalized network matrix equations are worked out. The shielding coefficients of a plane wave verticaly incidented on a conducting cavity with some small apertures are obtained. The cases of single aperture and two apertures are calculated in numerical examples, and the influence of frequencies and the location, the dimensions,...

The electromagnetic coupling of an incident plane wave through some small apertures into a shielding cavity is studied. By using the equivalence principle and the method of moments, the generalized network matrix equations are worked out. The shielding coefficients of a plane wave verticaly incidented on a conducting cavity with some small apertures are obtained. The cases of single aperture and two apertures are calculated in numerical examples, and the influence of frequencies and the location, the dimensions, the shape of the apertures on the shielding effectiveness is discussed.

研究了平面电磁波与带多孔的屏蔽腔体的耦合问题。利用等效原理和矩量法,推出导纳的广义网络矩阵方程,求出了在平面电磁波垂直入射下的带多孔矩形腔的屏蔽系数。计算了单孔、双孔的情况,并讨论了频率、孔位、孔径和孔的形状对屏蔽效果的影响。

This paper puts forward the use of network graph theory to form the equations of nonlinear resistive networks systematically; the use of cubic spline method to describe the nonlinear characteristic curves. Therefore, when we calculate the networks, the piece-wise-linear is not used. The paper also discusses how to form and solve the matrix equations of the torn nonlinear networks if the networks can be torn.

用网络图论系统地建立非线性网络方程,用三次样条插值函数描述非线性特性曲线.因此,计算网络时,对非线性特性曲线不必分段线性化.若网络可以撕裂,介绍了如何建立和求解撕裂后的非线性网络矩阵方程

 
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