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Model predictive optimal control considering current and voltage limitations: Real-time validation using OPAL-RT technologies and five-phase permanent magnet synchronous machines

机译:考虑电流和电压限制的模型预测最优控制:使用OPAL-RT技术和五相永磁同步电机进行实时验证

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Multiphase machines have recently gained interest in the research community for their use in applications where high power density, wide speed range and fault-tolerant capabilities are required. The optimal control of such drives requires the consideration of voltage and current limits imposed by the power converter and the machine. While conventional three-phase drives have been extensively analyzed taking into account such limits, the same cannot be said in the multiphase drives' case. This paper deals with this issue, where a novel two-stage Model Predictive optimal Control (2S-MPC) technique is presented, and a five-phase permanent magnet synchronous multiphase machine (PMSM) is used as a case example. The proposed method first applies a Continuous-Control-Set Model Predictive Control (CCS-MPC) stage to obtain the optimal real-time stator current reference for given DC-link voltage and stator current limits, exploiting the maximum performance characteristics of the multiphase drive. Then, a Finite-Control-Set Model Predictive Control (FCS-MPC) stage is utilized to generate the switching state in the power converter and force the stator current tracking. An experimental validation of the proposed controller is finally provided using a real-time simulation environment based on OPAL-RT technologies. (C) 2018 International Association for Mathematics and Computers in Simulation (IMACS). Published by Elsevier B.V. All rights reserved.
机译:最近,多相电机在需要高功率密度,宽速度范围和容错能力的应用中引起了研究界的兴趣。这种驱动器的最佳控制需要考虑功率转换器和电机施加的电压和电流限制。尽管已经考虑到这种限制对常规的三相驱动器进行了广泛的分析,但在多相驱动器的情况下却不能说相同的话。本文针对这一问题,提出了一种新颖的两阶段模型预测最优控制(2S-MPC)技术,并以一个五相永磁同步多相电机(PMSM)为例。所提出的方法首先应用连续控制集模型预测控制(CCS-MPC)阶段,以在给定的直流母线电压和定子电流限制的情况下获得最佳的实时定子电流参考,从而充分利用多相驱动器的最大性能特征。然后,利用有限控制集模型预测控制(FCS-MPC)级在功率转换器中生成开关状态并强制定子电流跟踪。最后,使用基于OPAL-RT技术的实时仿真环境对所提出的控制器进行了实验验证。 (C)2018国际模拟数学与计算机协会(IMACS)。由Elsevier B.V.发布。保留所有权利。

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