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首页> 外文期刊>Mechanical systems and signal processing >Robust integral backstepping hierarchical sliding mode controller for a ballbot system
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Robust integral backstepping hierarchical sliding mode controller for a ballbot system

机译:用于球波系统的强大积分BackStepping分层滑模控制器

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摘要

A ballbot is a mobile robot with the ability to simultaneously move and balance on a spherical ball. In this study, we proposed control algorithms to stabilize the decoupled dynamics of a ballbot, which has three orthogonal planes. The uncertainties are considered in the modeled dynamics. The operations of the whole system are separately controlled through stabilization on these planes. By using systematic backstepping techniques, a robust nonlinear controller based on a hierarchical sliding mode control is proposed to achieve balance and movement in the vertical planes. The closed-loop system stability is obtained by using the Lyapunov stability criterion and Barbalat's lemma. The robustness of the proposed algorithm in rejecting unknown lumped perturbations, which is a well-known characteristic of sliding mode control, is evaluated. A proportional-integral-derivative feedforward controller is proposed to control the heading in the horizontal plane. Several experiments were performed on a real system to validate the system design, and demonstrate the robustness of the proposed control algorithm for an underactuated mechanical system.
机译:球波是一种移动机器人,能够在球形球上同时移动和平衡。在本研究中,我们提出了控制算法以稳定球波的去耦动力学,其具有三个正交的平面。在建模动态中考虑了不确定性。通过对这些平面的稳定化单独控制整个系统的操作。通过使用系统的反向技术,提出了一种基于分层滑模控制的鲁棒非线性控制器,以在垂直平面中实现平衡和移动。通过使用Lyapunov稳定性标准和Barbalat的引理获得闭环系统稳定性。评估所提出的算法在拒绝未知的集总扰动中的鲁棒性,这是滑模控制的众所周知的特征。提出了一种比例 - 积分衍生的馈电控制器来控制水平面中的标题。在真实系统上进行了几个实验,以验证系统设计,并展示了所提出的欠压机械系统的控制算法的鲁棒性。

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