Implementation of ARM STM32F4 microcontroller for speed control of BLDC motor based on bat algorithm

I. Anshory, Arief Wisaksono, Jamaaluddin Jamaaluddin, Ahmad Fudholi
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Abstract

Brushless direct current (BLDC) motor speed performance is an essential component that must be considered in the electric vehicle drive system. This research aims to obtain the transfer function from the mathematical modeling of the BLDC motor and optimization of the BLDC motor so that a high transient response is received. The method used in this study is to identify system parameters and then model them using the structure of the autoregressive exogenous (ARX) polynomial model. Meanwhile, to get a high transient response performance, optimization is done with a hybrid intelligent controller. The experimental findings indicate that the optimization process utilizing the bat method yielded the most favorable transient response. The resulting values for the proportional gain (Kp), integral gain (Ki), and derivative gain (Kd) were determined to be 31.2685, 7.7375, and -1.1934, respectively. In the current investigation, the minimum frequency value is 6381934.619. Also determined are the transient response characteristics, which include a rise time of 0.289 seconds, a settling time of 10.9 seconds, an overshoot of 3.4%, and a peak time of 1.04 seconds. Furthermore, the closed-loop system demonstrates stable behavior in terms of stability.
基于蝙蝠算法的无刷直流电机速度控制 ARM STM32F4 微控制器的实现
无刷直流(BLDC)电机的速度性能是电动汽车驱动系统中必须考虑的重要组成部分。本研究旨在从无刷直流电机的数学建模中获得传递函数,并对无刷直流电机进行优化,从而获得较高的瞬态响应。本研究采用的方法是确定系统参数,然后使用自回归外生(ARX)多项式模型的结构对其建模。同时,为了获得较高的瞬态响应性能,使用混合智能控制器进行优化。实验结果表明,利用蝙蝠法进行的优化过程产生了最有利的瞬态响应。比例增益 (Kp)、积分增益 (Ki) 和导数增益 (Kd) 的结果值分别为 31.2685、7.7375 和-1.1934。在本次调查中,最小频率值为 6381934.619。同时还确定了瞬态响应特性,包括 0.289 秒的上升时间、10.9 秒的稳定时间、3.4% 的过冲和 1.04 秒的峰值时间。此外,闭环系统在稳定性方面表现稳定。
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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