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Research on branches group based method for adding mutual inductance branches to Y-matrix and Z-matrix

机译:基于分支基团的互感分支对Y族矩阵和Z矩阵的研究

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In the process of constructing Y-matrix and Z-matrix by traditional method of adding branches, the additional of mutual inductance line is more complex than non-mutual inductance line. A novel algorithm of constructing Y-matrix and Z-matrix based on branches group is put forward in this paper. The algorithm can unify the calculation method of mutual inductance branches and non-mutual inductance branches efficiently. The calculation amount of adding mutual inductance branches is reduced to as same as that of non-mutual inductance branches. Case studies show that the computing method based on the algorithm provided by this paper is simple and unified, reduces the amount of computation and improves the computational efficiency.
机译:在通过传统的添加分支的方法构建Y矩阵和Z矩阵的过程中,互感线的附加比非相互电感线更复杂。 本文提出了一种基于分支组构建Y型矩阵和Z矩阵的新算法。 该算法可以统一互感分支的计算方法和有效地分支。 添加互感分支的计算量减少到与非相互电感分支的计算量。 案例研究表明,基于本文提供的算法的计算方法简单且统一,减少了计算量并提高了计算效率。

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