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Variable structure fuzzy control using three input variables for reducing motion tracking errors

机译:使用三个输入变量的可变结构模糊控制,以减少运动跟踪误差

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摘要

Conventional fuzzy controllers for motion tracking utilize generally two input variables (position error and velocity error) to deal with highly nonlinear and time-varying dynamics associated with complex mechanical motion with multi-DOF. This results in some tracking errors at steady state, in general, mainly due to friction existing in mechanical systems. To eliminate the steady-state tracking errors, a variable structure fuzzy control algorithm is proposed using three input variables (position error, velocity error, and integral of position errors) and a switching logic between two inputs and three inputs. Simulation and experimental studies have been conducted to show the validity of the proposed control logic using a direct-drive SCARA manipulator with two degree-of-freedom. It has been shown that the proposed fuzzy control logic has significantly improved motion-tracking performance of the mechanical system when it is applied to complex polygon-tracking in Cartesian space with inverse kinematics and path planning.
机译:用于运动跟踪的常规模糊控制器通常利用两个输入变量(位置误差和速度误差)来处理与具有多自由度的复杂机械运动相关的高度非线性和时变动力学。通常,这主要是由于机械系统中存在的摩擦而导致稳态下的某些跟踪误差。为了消除稳态跟踪误差,提出了一种变结构模糊控制算法,该算法使用三个输入变量(位置误差,速度误差和位置误差的积分)以及两个输入和三个输入之间的切换逻辑。已经进行了仿真和实验研究,以证明使用具有两个自由度的直接驱动SCARA机械手提出的控制逻辑的有效性。结果表明,将所提出的模糊控制逻辑应用于具有反向运动学和路径规划的笛卡尔空间中复杂多边形跟踪的机械系统运动跟踪性能。

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