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Matrix analysis of transient voltage distributions in alternating ladder networks

机译:交替阶梯网络中瞬态电压分布的矩阵分析

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The paper describes a procedure for calculating the transient voltage distribution following the impact of a voltage impulse of arbitrary shape at the input terminals of an alternating ladder network built up of two different sections recurring in alternating succession along the given network. A general type of alternating ladder network is considered, and thus a unified treatment is possible for a variety of circuits occurring in both light and heavy electrical engineering. The governing differential equations of the general alternating network are combined into a single matrix differential equation of the second order with constant coefficient matrices. The general closed-form solution of the matrix differential equation by the method of diagonalizing the coefficient matrices simultaneously is developed. Some particular applications of the derived formulae are discussed and the possibility of automation of the numerical procedure is indicated.
机译:本文描述了一种过程,该过程用于计算在任意阶梯形电压网络输入端受到任意形状的电压脉冲的冲击之后的瞬态电压分布,该阶梯形网络由两个不同的部分组成,沿着给定网络交替连续地重复出现。考虑了通用类型的交替梯形网络,因此对于轻型和重型电气工程中出现的各种电路,可以进行统一处理。通用交变网络的控制微分方程被组合成具有常数系数矩阵的二阶单矩阵微分方程。通过同时对角化系数矩阵的方法,发展了矩阵微分方程的一般闭式解。讨论了导出公式的一些特殊应用,并指出了数值程序自动化的可能性。

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