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Modelling and investigating the impact of asynchronous inertia of induction motor on power system frequency response

机译:建模和研究感应电动机的异步惯性对电力系统频率响应的影响

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摘要

Besides synchronous inertia, asynchronous inertia of induction motor also widely exists in power systems, but its effect on system frequency response has not been well studied. A simplified transfer function model of induction motor is derived based on the detailed model. The model is regarded as a decaying proportion of the consumed power to the frequency deviation. Three key features of the model are the immediate proportion, the steady-state proportion and the decaying time constant. Their affecting factors are also studied. Then the model is added to the system frequency response model to study the effect of induction motor. There are three key factors of induction motor affecting frequency response, the sensitivity of electromagnetic torque to slip, the sensitivity of mechanical load torque to rotor speed, and the inertia. Their effects are analytically analyzed. The asynchronous inertia only affects the maximum frequency deviation, and a large inertia reduces the maximum frequency deviation. However, it is acceptable to neglect the asynchronous inertia and represent the induction motor with static model considering steady-state frequency sensitivity. The derived conclusions are validated with simulation results.
机译:除了同步惯性,感应电动机的异步惯性在电力系统中也广泛存在,但对系统频率响应的影响尚未得到很好的研究。基于详细模型,导出了感应电动机的简化传递函数模型。该模型被视为消耗功率与频率偏差的衰减比例。该模型的三个关键特征是直接比例,稳态比例和衰减时间常数。还研究了它们的影响因素。然后将该模型添加到系统频率响应模型中,以研究感应电动机的效果。感应电动机影响频率响应的三个关键因素是电磁转矩对滑差的敏感度,机械负载转矩对转子速度的敏感度和惯性。对它们的影响进行了分析。异步惯量仅影响最大频率偏差,而较大的惯量会减小最大频率偏差。但是,考虑到稳态频率灵敏度,可以忽略异步惯性并以静态模型表示感应电动机。仿真结果验证了得出的结论。

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