THERMAL MODEL OF THE "INDUCTION GENERATOR–INDUCTION MOTOR" SYSTEM WITH NON–SYMMETRY IN THE STATOR WINDINGS

V. Chenchevoi, Iurii Zachepa, O. Chornyi, R. Yatsiuk, O. Chencheva, A. Nekrasov, I. Kropyvnyi
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Abstract

Purpose. Development of the IG model for estimation of influence of variations of parameters of the generator on quality of process of self–excitation at definition of the basic and boundary operating modes and system of initial excitation at invariable parameters of the generator. Result. The article presents studies of the system "asynchronous generator-asynchronous motor" with parametric asymmetry to determine the quality of generated electricity in load modes of operation on a mathematical model. The assessment of the thermal state in steady-state conditions was carried out using an equivalent thermal equivalent circuit. Thermal transients were investigated when starting an asynchronous electric motor from an autonomous power source based on an asynchronous generator. On a thermal mathematical model, a study of the influence of the asymmetry of the output voltage and its deviation from the nominal value on the heating of the connected asynchronous motor was carried out. A regression model has been developed for studying the operating conditions of electricity consumers when powered by an asynchronous generator with an asymmetry of the stator windings. Practical value. The use of the obtained equations will make it possible to determine the most rational combination of factors affecting the heating of the stator windings of asynchronous machines, at which they will not overheat in excess of the maximum permissible temperature values of the corresponding insulation classes. Figures 9, tables 2, references 23.
定子绕组不对称的 "感应发电机-感应电动机 "系统热模型
目的。建立了发电机参数变化对基本和边界运行模式下自激过程质量影响的IG模型,以及发电机参数不变时的初始励磁系统。结果。本文研究了参数不对称的“异步发电机-异步电动机”系统在负荷运行方式下发电质量的数学模型。采用等效热等效电路对稳态条件下的热状态进行了评估。研究了基于异步发电机的自主电源启动异步电动机时的热瞬态。在热数学模型上,研究了输出电压的不对称性及其与标称值的偏差对所连接异步电动机加热的影响。建立了一种回归模型,用于研究定子绕组不对称异步发电机供电时用电用户的运行情况。实用价值。利用所得到的方程,可以确定影响异步电机定子绕组加热的因素的最合理组合,使它们不会过热超过相应绝缘等级的最高允许温度值。图9、表2、参考文献23。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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