单臂气动人工肌肉的卷积与最优反步控制器的比较研究

A. S. Ahmed, S. Kadhim
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引用次数: 2

摘要

对气动人工肌肉驱动的单连杆机械臂进行了动力学建模和参数表征。这项工作讨论了一种最新的控制设计,该设计基于传统和最佳反步控制器的概念,用于调节由气动人造肌肉提供的二头肌和三头肌位置冲突的单连杆机器人手臂。在使用气动人造肌肉作为执行器的系统中发现的主要问题主要是大的不确定性、非线性和时变特征,这些特征严重阻碍了跟踪控制中的运动性能。考虑到运动过程中存在的不确定性、高非线性和外部干扰。采用基于李雅普诺夫的反步控制技术,保证了系统的稳定性,提高了系统的动态性能。采用bat算法优化方法对控制器设计中使用的变量进行修改,以提高所建议控制器的效率。根据这些结论,将当前研究中PAM驱动的手臂模型的响应与之前的研究与Backstepping控制系统进行了定量比较,结果表明,与最优经典协同控制器相比,PAM驱动的手臂模型的响应相差37.5%。此外,利用计算机仿真来比较所提出的常规控制和最优背景的有效性。研究表明,最优控制器能够控制不确定性,保持被控系统的稳定性。
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A Comparative Study Between Convolution and Optimal Backstepping Controller for Single Arm Pneumatic Artificial Muscles
This study was based on the dynamic modeling and parameter characterization of the one-link robot arm driven by pneumatic artificial muscles. This work discusses an up-to-date control design based on the notion of a conventional and optimal backstepping controller for regulating a one-link robot arm with conflicting biceps and triceps positions supplied by pneumatic artificial muscles. The main problems found in systems that utilize pneumatic artificial muscle as actuators are primarily the large uncertainties, non-linearities, and time-varying features that severely impede movement performance in tracking control. In consideration of the uncertainty, high nonlinearity, and external disturbances that can exist during the motion. Lyapunov-based backstepping control technique was utilized to assure the stability of the system with improved dynamic performance. The bat algorithm optimization method is utilized in order to modify the variables used in the design of the controller to enhance the efficiency of the suggested controller. According to the conclusions, a quantitative comparison of the response in the PAM actuated the arm model in the current study and earlier investigations with the Backstepping controlled system revealed fair agreement with a variation of 37.5% from the optimal classical synergetic controller. In addition, computer simulations were utilized in order to compare the effectiveness of the proposed conventional controls and the optimal background. It has been proven that an optimal controller can control the uncertainties and maintain the controlled system’s stability.
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