首页> 外文期刊>Measurement and Control: Journal of the Institute of Measurement and Control >Robust precision motion control of piezoelectric actuators using fast nonsingular terminal sliding mode with time delay estimation
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Robust precision motion control of piezoelectric actuators using fast nonsingular terminal sliding mode with time delay estimation

机译:电压致动器的鲁棒精密运动控制使用快速非垂直端子滑动模式随时间延迟估计

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Background: Piezoelectric actuators are widely used in many micro/nano-manipulation applications, but their positioning accuracy are badly affected by their inherent nonlinear hysteresis and creep. To solve this problem, this paper presents a new robust motion-control method for piezoelectric actuators with fast nonsingular terminal sliding mode based on time delay estimation. Method: The proposed controller needs no detailed information about the hysteresis and other nonlinearities of the system, leading to a simple and model-free characteristic due to the time delay estimation and ensures fast convergence and high tracking accuracy thanks to the nonsingular terminal sliding-mode surface and fast terminal sliding mode -type reaching law. A robust exact differentiator is adopted to estimate the velocity and accelerationinformation online, and it overcomes the limitation of only available position measurements. The finite-time convergence and stability of the closed-loop system are proved by using a Lyapunov function. Results: Experimental results show that the proposed control strategy has faster convergence and higher tracking precision compared with a traditional time delay control. Conclusion: The proposed control strategy can be widely used as an effective control method for high-precision motion control of piezoelectric actuators.
机译:背景:压电致动器广泛用于许多微/纳米操纵应用,但它们的定位精度受到其固有的非线性滞后和蠕变的严重影响。为了解决这个问题,本文提出了一种基于时间延迟估计的快速非垂直端子滑动模式的压电致动器的新的强大运动控制方法。方法:所提出的控制器不需要有关系统的滞后和其他非线性的详细信息,导致由于时间延迟估计,并且由于非垂直终端滑动模式,可确保快速收敛和高跟踪精度。表面和快速终端滑动模式 - 达到法律。采用强大的精确微分器来估计在线的速度和加速度,并且它克服了仅可用位置测量的限制。通过使用Lyapunov功能证明了闭环系统的有限时间收敛性和稳定性。结果:实验结果表明,与传统的时间延迟控制相比,所提出的控制策略具有更快的收敛性和更高的跟踪精度。结论:所提出的控制策略可广泛用作压电致动器的高精度运动控制的有效控制方法。

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