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Robust control of a wind conversion system based on a hybrid excitation synchronous generator: A comparison between H_∞ and CRONE controllers

机译:基于混合励磁同步发电机的风力发电系统的鲁棒控制:H_∞和CRONE控制器的比较

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This paper deals with a Wind Conversion System (WCS) based on a Hybrid Excitation Synchronous Generator (HESG) connected to an isolated load. The set is modeled under Matlab-Simulink. To ensure an efficient and reliable use of the system, a tight control remains vital. In fact, the dynamic equations of a turbine are strongly nonlinear as are the ones of a HESG; most of the system parameters are highly uncertain, and, at last, a WCS is always affected by disturbance sources such as load variances, harmonics, mechanical vibrations... To address these problems, robust control methods must be adopted. In this paper, two strategies for the control of variable speed wind turbine are investigated. First, an H-infinity controller is implemented. Then, a second-generation CRONE controller is designed. The performance of the two regulators is compared with respect to the tracking of the optimal rotation speed, the attenuation of the mechanical vibration and the robustness to the uncertainty of the parameters, using time-domain simulations. It has been found that the CRONE controller is more robust to parameters uncertainty and minimizes the fluctuations of the torsional torque and the generator's angular velocity. Finally, an experimental validation of the velocity controllers is presented to complete the simulation results and fully validate the chosen approach. (C) 2018 International Association for Mathematics and Computers in Simulation (IMACS). Published by Elsevier B.V. All rights reserved.
机译:本文研究了一种基于混合励磁同步发电机(HESG)的风力转换系统(WCS),该发电机与隔离负载相连。该集合在Matlab-Simulink下建模。为了确保系统的有效和可靠使用,严格的控制仍然至关重要。实际上,汽轮机的动力学方程与HESG的动力学方程是强非线性的。大多数系统参数都是高度不确定的,最后,WCS始终受到干扰源的影响,例如负载变化,谐波,机械振动……要解决这些问题,必须采用鲁棒的控制方法。本文研究了两种变速风力发电机的控制策略。首先,实现一个H-infinity控制器。然后,设计了第二代CRONE控制器。使用时域仿真,比较了两个调节器的性能,包括跟踪最佳转速,机械振动的衰减以及对参数不确定性的鲁棒性。已经发现,CRONE控制器对于参数不确定性更鲁棒,并且可以最大程度地减小扭矩和发电机角速度的波动。最后,对速度控制器进行了实验验证,以完成仿真结果并完全验证所选方法。 (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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