具有再生力场的转子-电机系统中基本感应电机和源加载的建模

A. Mukherjee , R. Karmakar , A.K. Samantaray
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引用次数: 40

摘要

本文讨论了一条到达感应电动机键合图模型的捷径。创建一个具有电、磁和机械端口的感应电机模型是一个相当令人费解的问题。通常的方法是把感应电动机看作一个扩展的变压器,其电阻随转差的变化而变化。当电动机驱动一般类型的负载时,当电力输入不是纯谐波时,这种模型是不合适的。虽然有几个模型用经典的方法推导出了相互作用场,但它们模糊了系统的物理性质,往往是难以处理的。本文通过观察磁场在定子和转子两个坐标上的波动,提出了建立感应电动机模型的一般原理。机械端口自然凸现,模型计算效率高,结构紧凑。模拟并讨论了这种电机驱动材料阻尼超过其失稳阈值速度的转子的有趣现象。具有内部阻尼的转子在超过完全由外部和内部阻尼与临界速度之比决定的速度时,往往变得不稳定。当供电频率超过失稳阈值转速的异步电动机驱动这种转子时,在耦合系统中观察到非常有趣的现象,如转子转速夹带,转子存在极限轨道,不平衡和看似混沌的行为引起角速度的微小波动。这个例子显示了带机械端口的感应电机的键合图建模的能力,该端口可以耦合到一般类型的负载。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Modelling of basic induction motors and source loading in rotor–motor systems with regenerative force field

In this article a short route to arrive at bondgraph model of induction motor is discussed. Creating a model of an induction motor with electrical, magnetic and mechanical ports is a considerably puzzling issue. The usual approach is to view induction motor as an extended transformer with a resistor varying as a function of slip. Such models are inadequate when motors are driving a general class of loads and when electrical input is not a pure harmonic. Though there are several models with intertance fields derived in classical manner they obscure the physics of the system and are often intractable. In this article a general principle of modelling induction motors is presented by viewing the fluctuation of magnetic field from two coordinates, one fixed to stator and other to the rotor. The mechanical port emerges out naturally and the model is computationally efficient and compact. An interesting phenomenon of such a motor driving a rotor with material damping beyond its threshold speed of instability is simulated and discussed. Rotors with internal damping tend to become unstable when driven beyond a speed which is entirely determined by a ratio of external and internal dampings and the critical speed. When such rotors are driven by an induction motor with supply frequency beyond the threshold speed of instability very interesting phenomena are observed in the coupled system like entrainment of rotor speed, existence of limiting oribit of the rotor, small fluctuation of angular speed caused by unbalance and seemingly chaotic behaviour. This example shows the power of bondgraph modelling of induction motor with a mechanical port which can be coupled to a general class of loads.

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