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Position Tracking Control of PMSM Based on Fuzzy PID-Variable Structure Adaptive Control

机译:基于模糊PID-变结构自适应控制的永磁同步电机位置跟踪控制

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摘要

A novel Fuzzy PID-Variable Structure Adaptive Control is proposed for position tracking of Permanent Magnet Synchronous Motor which will be used in electric extremity exoskeleton robot. This novel control method introduces sliding mode variable structure control on the basis of traditional PID control. The variable structure term is designed according to the sliding mode surface which is designed by system state equation, so it could compensate for the disturbance and uncertainty. Considering the chattering of sliding mode system, the fuzzy inference method is adopted to adjust the parameters of PID adaptively in real time online, which can attenuate chattering and improve control precision and dynamic performance of system correspondingly. In addition, compared with the traditional sliding mode control, this method takes the fuzzy PID control item to replace the equivalent control item of sliding mode variable structure control, which could avoid the control performance reduction resulted from modeling error and parameter error of system. It is proved that this algorithm can converge to the sliding surface and guarantee the stability of system by Lyapunov function. Simulation results show that Fuzzy PID-Variable Structure Adaptive Control enjoys better control precision and dynamic performance compared with traditional control method, and it improves the robustness of system significantly. Finally, the effectiveness and practicability of the algorithm are verified by the method of Rapid Control Prototyping on the semiphysical simulation test bench.
机译:提出了一种新颖的模糊PID-变结构自适应控制方法,用于永磁同步电动机的位置跟踪,将其应用于四肢外骨骼机器人中。这种新颖的控制方法在传统的PID控制的基础上引入了滑模变结构控制。根据系统状态方程设计的滑模面设计变结构项,从而可以补偿扰动和不确定性。考虑到滑模系统的抖振,采用模糊推理的方法实时在线自适应地调整PID参数,可以减弱抖振,相应地提高系统的控制精度和动态性能。另外,与传统的滑模控制相比,该方法采用模糊PID控制项代替滑模变结构控制的等效控制项,避免了系统建模误差和参数误差导致的控制性能下降。通过Lyapunov函数证明该算法可以收敛于滑动面并保证系统的稳定性。仿真结果表明,与传统控制方法相比,模糊PID变结构自适应控制具有更好的控制精度和动态性能,显着提高了系统的鲁棒性。最后,通过半物理仿真试验台上的快速控制原型验证了该算法的有效性和实用性。

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