弹道
控制理论(社会学)
风筝
线性二次调节器
理论(学习稳定性)
控制器(灌溉)
极限(数学)
极限环
风力发电
计算机科学
轨迹优化
能量(信号处理)
控制系统
最优控制
工程类
数学
控制(管理)
物理
数学优化
几何学
人工智能
数学分析
机器学习
电气工程
天文
统计
农学
生物
作者
Tomo Aoki,Takeshi Tsuchiya
标识
DOI:10.23919/sice48898.2020.9240453
摘要
Although kites are expected to be useful for airborne wind energy systems, their autonomous control is remaining as a difficult problem. In some research, stability was verified around limit cycles and that was adapted to the kite control problem. However, the local stability around only one limit cycle can be verified with such solutions. In this paper, in order to operate kite more stably, multiple trajectories are generated by optimal control, and feedback controllers are designed for each trajectory. A closed trajectory is generated as the reference trajectory. Other surrounding trajectories are generated to converge at points on the reference trajectory. Feedback gain is obtained by time-varying linear quadratic regulator and stability verified area with such controller is computed. The effect of multiple trajectories on the stability is confirmed by simulation, and the direction of method extension is discussed.
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