基于椭球隶属函数的机械臂滑模2型模糊控制

M. A. Khanesar, E. Kayacan, O. Kaynak, W. Saeys
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引用次数: 3

摘要

一些论文声称,2型模糊逻辑系统的性能优于1型模糊逻辑系统,特别是在噪声条件下。为了证明2型模糊逻辑系统降噪能力的有效性,最近提出了一种新的2型模糊隶属函数——椭球隶属函数。该隶属函数在支撑点和核的两端具有一定的值,在支撑点的另一端具有不确定的值。对不确定性宽度的参数与中心的参数和隶属函数的支持度进行了解耦。本文提出了一种基于滑模控制理论的学习算法,对椭球型2型模糊隶属度函数的后续零件参数进行整定。通过对某二自由度机械臂的控制,验证了该隶属度函数和参数更新规则的适用性。仿真结果表明,2型模糊神经网络与传统PD控制器并行工作,能够在噪声条件下对机械臂进行高精度控制。
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Sliding mode type-2 fuzzy control of robotic arm using ellipsoidal membership functions
Several papers claim that the performance of the type-2 fuzzy logic systems is superior over their type-1 counterparts, especially under noisy conditions. In order to show the effectiveness of the noise reduction capabilities of the type-2 fuzzy logic systems, a novel type-2 fuzzy membership function, ellipsoidal membership function, has recently been proposed. The novel membership function has certain values on both ends of the support and the kernel, and some uncertain values on the other values of the support. The parameters responsible for the width of uncertainty are decoupled from the parameters responsible for the center and the support of the membership function. In this study, a sliding mode control theory based learning algorithm has been proposed to tune the consequent part parameters tuning of the ellipsoidal type-2 fuzzy membership functions. The applicability of the novel membership function with the proposed novel parameter update rules has been shown on the control of a 2DOF robotic arm. The simulation results show that the type-2 fuzzy neural networks working in parallel with conventional PD controllers have the ability of controlling the robotic arm with a high accuracy especially under noisy conditions.
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