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Design and performance analysis of PID controller for an AVR system using multi-objective non-dominated shorting genetic algorithm-II

机译:多目标非支配短路遗传算法的AVR系统PID控制器的设计与性能分析-II

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The proportional-integral-derivative(PID) controllers in the process plants like thermal power plants, biomedical instrumentation is of popular use. The priority of such controllers is obviously a fine tuning as a high degree of industrial expertise is required for any other alternative. So in order to get the best results of PID controllers the optimal tuning of PID gains are required. This paper presents the design and performance analysis of proportional integral derivative (PID) controller for the Automatic Voltage Regulator (AVR) system using multi objective non dominated sorting genetic algorithm-II(NSGA-II). It is required to develop the electronic control system for the synchronous generator for the stable operation of power system. The Automatic Voltage Regulator (AVR) is widely used in electrical power field to obtain the stability and good regulation of the electric system. The characteristics of alternator output required are constant voltage and constant current. To get the constant output, alternator field excitation is controlled by Automatic Voltage Regulator (AVR). The Automatic Voltage Regulator maintains the constant voltage up to certain level of load current independently of generator speed and load. This paper further deals with the robustness analysis of the AVR system tuned by NSGA-II algorithm is performed by varying the time constants of amplifier, exciter, generator and sensor in the range of-50% to +50% insteps of +25%.
机译:在诸如热电厂,生物医学仪器之类的过程工厂中,比例积分微分(PID)控制器得到广泛使用。显然,此类控制器的优先级是微调,因为任何其他替代方案都需要高度的行业专业知识。因此,为了获得PID控制器的最佳结果,需要对PID增益进行优化调整。本文介绍了使用多目标非支配排序遗传算法-II(NSGA-II)的自动电压调节器(AVR)系统的比例积分微分(PID)控制器的设计和性能分析。为了使电力系统稳定运行,需要开发用于同步发电机的电子控制系统。自动电压调节器(AVR)广泛用于电力领域,以实现电气系统的稳定性和良好的调节。所需交流发电机输出的特性是恒定电压和恒定电流。为了获得恒定的输出,交流发电机励磁由自动电压调节器(AVR)控制。自动稳压器可将恒定电压保持到负载电流的一定水平,而与发电机速度和负载无关。本文通过处理放大器,励磁机,发电机和传感器的时间常数在50%到+ 50%的阶跃范围内(在+ 25%的范围内),对通过NSGA-II算法调谐的AVR系统进行了鲁棒性分析。

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