基于ARID系统的固定式海洋风机纵摇摆振控制研究
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1.沈阳工业大学 建筑与土木工程学院;2.沈阳建筑大学 土木工程学院

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国家重点研发计划项目(2019YFE0112400)


Investigation on Vibration Control of Fixed Offshore Wind Turbine Based on ARID System
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School of Architecture and Civil Engineering, Shenyang University of Technology

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    摘要:

    固定式海洋风机在随机风浪载荷及其联合作用下会产生多种摇荡运动形式,针对其中具有倒立摆运动特征的纵摇,本文研究了采用主动转动惯量驱动控制系统(Active Rotary Inertia Driver,ARID)对海洋风机纵摇进行控制的相关问题。ARID系统通过伺服电机驱动转动惯性质量产生与控制结构摆动的最优力矩,从而减小海洋风机的纵摇运动。首先,基于拉格朗日原理建立了海洋风机-ARID控制系统的理论分析模型;其次,利用Simulink对海洋风机-ARID控制系统的有效性进行验证,并分析了系统参数(控制算法参数、转动惯量比等)对控制效果的影响规律;最后,设计了海洋风机-ARID系统的振动台试验,设置多种荷载激励形式,验证控制系统的稳定性与广谱有效性。数值模拟与试验结果均验证了所建立的分析模型的正确性,表明了ARID系统对风机的纵摇运动具有显著的控制作用,为ARID控制系统在具有倒立摆运动规律的工程结构中的应用奠定了理论基础。

    Abstract:

    The fixed offshore wind turbine will produce multiple types of sway under the combined action of random wind load and wave load . Aiming at the pitch phenomenon with inverted pendulum motion characteristics, this paper proposes an ocean wind turbine active inertia driver (ARID) control system, which uses a servo motor to drive the rotating inertia mass to generate a torque opposite to the structural swing direction, thereby reducing the pitch motion of the wind turbine. Firstly, based on Lagrange principle, the analysis model of marine wind turbine ARID control system is established. Secondly, the effectiveness of the marine wind turbine ARID control system is verified by using Simulink, and the influence of system parameters (control algorithm parameters, moment of inertia ratio) on the control effect is analyzed. Finally, the shaking table test of the marine wind turbine ARID system is designed, and a variety of load excitation forms are set to verify the stability and broad-spectrum effectiveness of the control system. Numerical simulation and test results verify the correctness of the analysis model, and show that the ARID system has a significant control effect on the swing control of offshore wind turbine, which lays a theoretical foundation for the swing control of ARID control system on the structure with inverted pendulum motion characteristics.

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  • 收稿日期:2022-11-01
  • 最后修改日期:2022-11-11
  • 录用日期:2022-11-15
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