无转子常数矢量控制异步电动机的解耦控制器

Y. Sasakura, T. Kawakami, Y. Kawabata, E. Ejiogu, T. Kawabata
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引用次数: 1

摘要

提出了一种新的异步电动机状态方程。在矢量控制中,通过解耦控制实现了高性能。在传统状态方程的情况下,从解耦状态方程中很难理解感应电动机的物理运行。这是因为,在传统的状态方程中,求和点的维数没有物理意义。为了克服这一问题,提出了一种新的异步电动机状态方程。在该式中,所有支路的求和点都有电压量纲,该式便于理解机器的物理运行情况,也便于解耦控制系统的设计。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Novel decoupled controller for vector controlled induction motor without rotor constant in the final formula
A new state-equation of induction motor is presented. In vector control, high performance is realized by decoupling control. In the case of the conventional state-equation, the physical operation, of the induction motor is difficult to understand from the decoupled state-equation. This is because, in the conventional state-equation, the dimension of the summing point has no physical meaning. To overcome this problem, a new state-equation of induction motor is proposed. In this equation, all branches of the summing point, have voltage dimension, and the equation enables easy understanding of the physical operation of the machine, and it is easy to design the control system for decoupling.
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