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首页> 外文期刊>International Journal of Engineering and Manufacturing(IJEM) >Design Artificial Intelligent Parallel Feedback Linearization of PID Control with Application to Continuum Robot
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Design Artificial Intelligent Parallel Feedback Linearization of PID Control with Application to Continuum Robot

机译:PID控制的人工智能并行反馈线性化设计及其在连续机器人中的应用

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Refer to this research, an intelligent robust fuzzy parallel feedback linearization estimator for Proportional-Integral-Derivative (PID) controller is proposed for highly nonlinear continuum robot manipulator. In the absence of robot knowledge, PID may be the best controller, because it is model-free, and its parameters can be adjusted easily and separately. And it is the most used in robot manipulators. In order to remove steady-state error caused by uncertainties and noise, the integrator gain has to be increased. This leads to worse transient performance, even destroys the stability. The integrator in a PID controller also reduces the bandwidth of the closed-loop system. Model-based compensation for PD control is an alternative method to substitute PID control. Feedback linearization compensation is one of the nonlinear compensator. The first problem of the pure feedback linearization compensator (FLC) was equivalent problem in certain and uncertain systems. The nonlinear equivalent dynamic problem in uncertain system is solved by using parallel fuzzy logic theory. To eliminate the continuum robot manipulator system’s dynamic; Mamdani fuzzy inference system is design and applied to FLC. This methodology is based on design parallel fuzzy inference system and applied to equivalent nonlinear dynamic part of FLC. The results demonstrate that the model free fuzzy FLC estimator works well to compensate linear PID controller in presence of partly uncertainty system (e.g., continuum robot).
机译:参照该研究,提出了一种用于高非线性连续机器人机械手的比例积分微分(PID)控制器的智能鲁棒模糊并行反馈线性化估计器。在没有机器人知识的情况下,PID可能是最好的控制器,因为它没有模型,并且可以轻松且单独地调整其参数。它是机器人操纵器中使用最多的。为了消除由不确定性和噪声引起的稳态误差,必须增加积分器增益。这会导致更差的瞬态性能,甚至破坏稳定性。 PID控制器中的积分器还减少了闭环系统的带宽。 PD控制的基于模型的补偿是替代PID控制的另一种方法。反馈线性化补偿是非线性补偿器之一。在某些不确定的系统中,纯反馈线性化补偿器(FLC)的第一个问题是等效问题。利用并行模糊逻辑理论解决了不确定系统中的非线性等效动力学问题。消除连续机器人系统的动态性;设计了Mamdani模糊推理系统并将其应用于FLC。该方法基于设计并行模糊推理系统,并应用于FLC的等效非线性动态部分。结果表明,在存在部分不确定性系统(例如连续机器人)的情况下,无模型模糊FLC估计器可以很好地补偿线性PID控制器。

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