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Circuit analysis strategy and algorithm based on the diakoptic segregation procedure

机译:基于透光隔离程序的电路分析策略和算法

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The proposed analysis strategy is based on the “segregation procedure”, meaning the separation between the circuit linear part and the nonlinear one. All types of nonlinearities are accepted, excepting hysteresis phenomena. We accept the general case when the mutual inductors are distributed into different subcircuits. The diakoptic way is assumed for splitting the given circuit into subcircuits, the state variables approach to build the symbolic circuit equations for each subcircuit and the waveform relaxation method for finding the solution. Compared with common approaches of state equations, the main advantage of this procedure is related to the numerical computation quality, thanks especially to the lower order of the equation systems in the mathematical model.
机译:所提出的分析策略基于“隔离过程”,即电路线性部分和非线性部分之间的分离。除磁滞现象外,所有类型的非线性都可以接受。当互感器分布在不同的子电路中时,我们接受一般情况。假设采用透光法将给定电路分为多个子电路,使用状态变量方法为每个子电路建立符号电路方程,并采用波形松弛法来寻找解。与状态方程的常规方法相比,此过程的主要优点与数值计算质量有关,尤其是由于数学模型中方程系统的阶数较低。

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