A computer based method for computing the N-dimensional generalized ABCD parameter matrices of N-dimensional systems with distributed parameters
A computer based method for computing the N-dimensional generalized ABCD parameter matrices of N-dimensional systems with distributed parameters
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DOI：
10.1109/ssst.1990.138213
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发表时间：
1990-03
期刊：
影响因子：
--
通讯作者：
A. Bhatti
中科院分区：
文献类型：
--
作者：
A. Bhatti
本文提出了一种在瞬态和稳态情况下求解N维分布参数传输线网络或通信电路的N维矩阵网络的方法。该方法利用Cayley-Hamilton定理计算双曲N维广义ABCD参数矩阵的有限项，这是求解N维矩阵网络的基础。复矩阵的平方根函数也用有限项计算。因此，矩阵的截断被消除。该方法对于N维不平衡耦合分布参数系统的故障分析是非常有用的。
The author presents a method for developing and solving, both in transient and steady state, the N-dimensional matrix networks of N-dimensional transmission line networks or communication circuits with distributed parameters. The method uses the Cayley-Hamilton theorem to compute the hyperbolic N-dimensional generalized ABCD parameter matrices with finite terms, which are fundamental to the solution of N-dimensional matrix networks. The square root function of a complex matrix is also computed with finite terms. As a result, truncation of matrices is eliminated. The method is extremely useful in the fault analysis of N-dimensional unbalanced coupled systems with distributed parameters.>