Optimization of Analytical TSFs for DC-Link Current Reduction in Switched Reluctance Motors

IF 7.9 Q1 ENGINEERING, ELECTRICAL & ELECTRONIC IEEE Open Journal of Industry Applications Pub Date : 2024-08-12 DOI:10.1109/OJIA.2024.3441308
Filipe Pinarello Scalcon;Gaoliang Fang;Cesar José Volpato Filho;Sumedh Dhale;Babak Nahid-Mobarakeh
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Abstract

The large dc-link current is a known issue in switched reluctance motor (SRM) drives, which often demand the use of a bulky dc-link capacitor. However, control techniques can be designed and optimized to lessen this issue. In this context, this article proposes the optimization of analytical torque sharing functions (TSFs) for dc-link current reduction in SRMs. Initially, the analytical TSFs are described, and the importance of adequate parameter selection is highlighted. Next, an optimization procedure based on the nondominated sorting genetic algorithm II is proposed to determine the optimal turn- on and overlap angles by solving a multiobjective optimization problem considering torque rms error and dc-link rms current as objectives to be minimized, something not previously reported in the literature. The pareto fronts for different operating conditions are presented, including both soft and hard chopping operation, as well as different sampling frequencies. Then, an approach for selecting a solution from within the pareto front is described, enabling the result from the pareto front that yielded the desired tradeoff between torque RMSE and dc-link current to be identified. Experimental results are provided to support the effectiveness of the proposal. A comparison between three different cases is shown, highlighting the tradeoff between objectives.
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优化分析 TSF 以降低开关磁阻电机的直流链路电流
众所周知,开关磁阻电机(SRM)驱动器的直流链路电流较大,通常需要使用体积庞大的直流链路电容器。不过,可以通过设计和优化控制技术来减少这一问题。在此背景下,本文提出了用于减少 SRM 直流电流的分析扭矩分担函数 (TSF) 的优化方案。首先,介绍了分析 TSF,并强调了适当选择参数的重要性。接下来,提出了一种基于非支配排序遗传算法 II 的优化程序,通过解决将转矩均方根误差和直流链路均方根电流作为最小化目标的多目标优化问题,确定最佳开启角和重叠角。文中给出了不同运行条件下的帕累托前沿,包括软斩波和硬斩波运行,以及不同的采样频率。然后,介绍了从帕累托前沿中选择解决方案的方法,从而能够从帕累托前沿中找出在转矩有效值和直流链路电流之间实现理想折衷的结果。实验结果证明了该建议的有效性。图中显示了三种不同情况的比较,突出了目标之间的权衡。
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