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Mathematical Model of a Synchronous Machine under Complicated Fault Conditions

机译:复杂故障条件下同步机的数学模型

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This paper presents a mathematical model of a synchronous machine when a complicated fault occurs in the external network. The equations of stator and rotor circuits are written in space vector using Clarke's transformation. The equations are subjected to mathematical manipulations based on phasor concepts, and series expansion of algebraic and differential equations, neglecting high order harmonics, in order to obtain a final model of the machine. This model of the machine is an appropriate one to obtain the negative sequence impedance of the synchronous machine.
机译:本文在外部网络中发生复杂的故障时,介绍了同步机的数学模型。 定子和转子电路的方程用克拉克的变换写入空间矢量。 基于Phasor概念的数学操纵,以及代数和微分方程的串联扩展,忽略了高阶谐波,以获得机器的最终模型。 该机器的该型号是适当的机器,以获得同步机的负序阻抗。

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