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Robust and novel two degree of freedom fractional controller based on two-loop topology for inverted pendulum

机译:基于双环拓扑的倒立摆动的鲁棒和新颖的自由分数控制器

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摘要

A rotary single inverted pendulum (RSIP) typically represents a space booster rocket, Segway and similar systems with unstable equilibrium. This paper proposes a novel two degree of freedom (2-DOF) fractional control strategy based on 2-loop topology for RSIP system which can be extended to control the systems with unstable equilibrium. It comprises feedback and feed-forward paths. Primary controller relates the perturbation attenuation while the secondary controller is accountable for set point tracking. To tune the parameters of proposed fractional controller a simple graphical tuning method based on frequency response is used. The study will serve the outstanding experimental results for both, stabilization and trajectory tracking tasks. The study will also serve to present a comparison of the performance of the proposed controller with the 1-DOF FOPID controller and sliding mode controller (SMC) for the RSIP system. Further to confirm the usability of the proposed controller and to avoid the random perturbations sensitivity, robustness, and stability analysis through fractional root-locus and Bode-plot is investigated. (C) 2018 ISA. Published by Elsevier Ltd. All rights reserved.
机译:旋转单倒立摆(RSIP)通常代表空间增压火箭,SEGWAY和具有不稳定平衡的类似系统。本文提出了一种新的自由度(二进制DOF)分数控制策略,基于RSIP系统的2圈拓扑,可以扩展以控制具有不稳定平衡的系统。它包括反馈和前馈路径。主控制器涉及次扰衰减,而辅助控制器对设定点跟踪负责。为了调整所提出的分数控制器的参数,使用基于频率响应的简单图形调谐方法。该研究将为稳定和轨迹跟踪任务提供优异的实验结果。该研究还将有助于对RSIP系统的1-DOF FoPID控制器和滑动模式控制器(SMC)进行所提出的控制器的性能的比较。进一步证实了所提出的控制器的可用性,并避免通过分数根基因座和稳定性地区的随机扰动灵敏度,鲁棒性和稳定性分析。 (c)2018 ISA。 elsevier有限公司出版。保留所有权利。

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