欠驱动非线性系统的集成控制器设计

A. Abougarair, N. A. Shashoa
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引用次数: 2

摘要

欠驱动系统以两轮自平衡移动机器人(TWMR)为例。系统的强非线性和多输入多输出使控制成为一个引人入胜的话题。本文研究了采用强集成控制器的TWMR系统的平衡与跟踪控制。在该机电一体化系统中,两个独立的电动车轮跟踪目标参考点,并在考虑模型波动和外部干扰的情况下,研究车轮旋转轴线以上的重心平衡。在这项工作中,创新的控制器被提出并作为基于上述概念的耦合控制器进行测试,以满足考虑的设计目标。所提出的控制器依赖于将多个算法相互连接,其中集成控制器设计通过三个顺序且相互依赖的阶段。第一阶段设计了基于集成电路的参考控制系统(基于LQRIC的MRCS)。第二阶段,设计了基于pid的LQRIC (PCDL-PID)双环并联控制,在设计的最后阶段,采用顺序二次规划(SQP)对最终设计的控制参数进行整定。在不同的场景下对TWMR的导航能力和平衡能力进行了评估,并对所设计的控制器进行了研究,观察了机器人在不同目标下的行为,验证了其有效性。所设计的控制器最显著的优点是使控制系统对外部干扰和模型不确定性不敏感。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Integrated Controller Design for Underactuated Nonlinear System
The Underactuated systems are exemplified by the Two-Wheeled self-balancing Mobile Robot (TWMR). The system's strong nonlinearity and MIMO make control a fascinating topic. This paper investigates the balancing and tracking control of TWMR using strong integrated controller. The two independently motorized wheels in this mechatronic system track the target reference and investigate a balancing at the gravity center above axis of the wheels' rotation where model fluctuations and an external disruption are included in the consideration. In this work, the innovative controller is presented and tested as a coupling controller based on the aforementioned notions to satisfy considered design objectives. The proposed controller depends on linking several algorithms with each other, where the integrated controller design passes through three phases that are sequential and dependent on each other. In stage one LQR is designed with an IC-based reference control system (LQRIC Based MRCS). Stage two, a dual-loop parallel control of PID-based LQRIC (PCDL-PID) is designed, and in the final stage in this design, The sequential quadratic programming (SQP) is used to set parameters of the final designed control. Evaluation of navigation and balance abilities for TWMR are tested with different scenarios, the designed controller is investigated to observe the behavior of the robot in various targets and its effectiveness is validated. The most significant advantages of designed controllers are that it renders the control system insensitive to external disturbances and model uncertainty.
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