矩阵法由图法推导出SI电路的解

D. Matousek, Bohumil Brtnik
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引用次数: 0

摘要

本文研究了开关电流电路的符号解。如前所述,变换图法的一般原理可用于求中等规模网络和/或子网络的导纳矩阵。导纳矩阵由四个子矩阵组成,每个子矩阵通过部分约简公式进行约简。描述了一般约简公式分解为部分约简公式的原理。因此,由子矩阵组成后,求解比约简矩阵更清晰。
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Matrix method derived from graph method of SI circuit solution
This paper deals with the symbolic solution of the switched current circuits. As is described, the general principle of the transformation graph method can be used for finding admittance matrix of medium size networks and/or sub-networks. The admittance matrix is assembled from four submatrices after reduction each submatrix by partial reduction formula. There is described principle for decomposition general reduction formula into partial reduction formula. Thus solving is more clearly than reduction matrices after composition from submatrices.
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