基于神经网络技术的电力驱动控制系统

A. Sinyukov, T. Sinyukova, E. Gracheva, S. Valtchev, V. Meshcheryakov
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引用次数: 3

摘要

研究了基于非自适应控制器和各种结构的神经网络控制器的混合无传感器控制系统。研究中使用的主要方法是在Matlab Simulink中对这些系统进行数学建模。研究结果是考虑到电机绕组在运行过程中的加热的混合系统,显示出可接受的速度信号处理。本文提出了以神经网络技术作为实现速度观测器结构的一种变体。在研究中进行的观测者建模及其随后在模拟模式中的测试使得评估每个系统的质量成为可能,并得出关于神经网络算法优于经典数学装置的定性结论。提出了带数字转速监测器的异步电传动控制系统的结构,该系统在确定转速的同时,考虑了电机的状态数据,并对发动机各部件的状态进行监控。所获得的控制系统在各种自动化级别上的应用实现的可能性被考虑:从驱动级别的简单控制器到远程云空间。通过分析电阻值为标称值的1.25时速度变化的动力学,对所述观测器的功能进行了研究。采用神经网络技术的速度误差范围为0.1•10-6 ~ 0.2•10-6 rad/s。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Electric drive control systems with neural network technologies
The research is devoted to the development of hybrid sensorless control systems based on non-adaptive controllers and neural network controllers of various structures. The main methods used in the study are related to the mathematical modeling of these systems in Matlab Simulink. The results of the study are hybrid systems that take into account the heating of the motor windings during its operation, which showed an acceptable processing of the speed signal. The paper proposes algorithms of neural network technologies as a variant of implementing the speed observer structure. The modeling of observers carried out in the study with their subsequent testing in simulation modes made it possible to evaluate the qualities of each of the systems and draw a conclusion about the qualitative superiority of neural network algorithms over the classical mathematical apparatus. The structure of the control system of an asynchronous electric drive with a digital speed monitor is proposed, which, in addition to determining the speed, takes into account the state data of the drive and monitors the state of the engine components. The possibilities of applied implementation of the obtained control systems at various levels of automation are considered: from a simple controller at the drive level to remote cloud spaces. The study of the functioning of the observers in question was carried out by analyzing the dynamics of the speed change at resistance values of 1.25 of the nominal value. The error error in speed when using neural network technologies lies in the range of 0.1•10-6 … 0.2•10-6 rad/s.
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