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Neural control of robot manipulators considering motor voltage saturation: performance evaluation and experimental validation

机译:考虑电机电压饱和度的机器人操纵器的神经控制:性能评估和实验验证

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摘要

PurposeThis paper aims to design a neural controller based on radial basis function networks (RBFN) for electrically driven robots subjected to constrained inputs.Design/methodology/approachIt is assumed that the electrical motors have limitations on the applied voltages from the controller. Due to the universal approximation property of RBFN, uncertainties including un-modeled dynamics and external disturbances are represented with this powerful neural network. Then, the lumped uncertainty including the nonlinearities imposed by actuator saturation is introduced and a mathematical model suitable for model-free control is presented. Based on the closed-loop equation, a Lyapunove function is defined and the stability analysis is performed. It is assumed that the electrical motors have limitations on the applied voltages from the controller.FindingsA comparison with a similar controller shows the superiority of the proposed controller in reducing the tracking error. Experimental results on a SCARA manipulator actuated by permanent magnet DC motors have been presented to guarantee its successful practical implementation.Originality/valueThe novelty of this paper in comparison with previous related works is improving the stability analysis by involving the actuator saturation in the design procedure. It is assumed that the electrical motors have limitations on the applied voltages from the controller. Thus, a comprehensive approach is adopted to include the saturated and unsaturated areas, while in previous related works these areas are considered separately. Moreover, a performance evaluation has been carried out to verify satisfactory performance of transient response of the controller.
机译:目的涉及基于径向基函数网络(RBFN)设计一个神经控制器(RBFN),用于经受受约束的输入的电驱动的机器人。假设电动机对来自控制器的施加电压有限制的指示/ methodology/ApproChit。由于RBFN的普遍逼近性,包括未建模动态和外部干扰的不确定性用这种强大的神经网络表示。然后,引入了包括致动器饱和度施加的非线性的集成不确定性,并提出了适合于无模型控制的数学模型。基于闭环方程,定义了Lyapunove功能并执行稳定性分析。假设电动机对来自控制器的施加电压有限制.Findingsa与类似控制器的比较显示所提出的控制器的优越性在降低跟踪误差时。已经提出了由永磁直流电动机驱动的疤痕机械手的实验结果,以保证其成功的实际实施。与以前的相关工程相比,本文的重要性/ valsethe新颖性是通过涉及设计过程中的执行器饱和度来提高稳定性分析。假设电动机对来自控制器的施加电压具有限制。因此,采用综合方法包括饱和和不饱和区域,而在以前的相关工程中,这些区域被分开考虑。此外,已经进行了性能评估以验证控制器的瞬态响应的令人满意的性能。

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