Frequency Adaptive Discrete Repetitive Controller Design for Electric Vehicle Charger

Sakshi Chalia;Aakash Kumar Seth;Mukhtiar Singh
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Abstract

This article introduces the design of a bidirectional two-stage, on-board electric vehicle (EV) charger controller. As with the growing trend of EVs, their widespread use may compromise grid quality, leading to the demand for a stable, simple, and better control system. However, some controllers provide sluggish responses and fail to compensate for harmonics. Therefore, to mitigate the grid current harmonics, a repetitive controller (RC) has been analyzed. Within a specified integer period, for any periodic signal, the RC may accomplish tracking of zero steady-state error. However, if grid frequency varies under the permissible range the performance of conventional RC degrades. Therefore, a Lagrange interpolating polynomial-based fractional-order RC has been implemented with a fixed sampling rate to enhance its performance during frequency fluctuations. PLL estimates the frequency, which is fed back to update the controller's resonant frequency. Then, using Lagrange interpolating the polynomial the fractional delay is approximated. The proposed controller has been designed within a MATLAB environment. Its performance has also been probed in a real-time experimental setup with OPAL-RT (4510).
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电动汽车充电器频率自适应离散重复控制器设计
介绍了一种双向两级车载电动汽车充电器控制器的设计。随着电动汽车的发展趋势,其广泛使用可能会影响电网质量,从而导致对稳定,简单和更好的控制系统的需求。然而,一些控制器提供缓慢的响应和不能补偿谐波。因此,为了减轻电网电流谐波,研究了一种重复控制器。在给定的整数周期内,对于任何周期信号,RC都可以实现稳态误差为零的跟踪。然而,如果电网频率在允许范围内变化,传统RC的性能会下降。因此,采用固定采样率实现了一种基于拉格朗日插值多项式的分数阶RC,以提高其在频率波动时的性能。锁相环估计频率,反馈给控制器更新谐振频率。然后,利用拉格朗日插值多项式对分数阶延迟进行近似。该控制器已在MATLAB环境下进行了设计。它的性能也在OPAL-RT(4510)的实时实验设置中进行了探测。
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