Abstract
In order to improve the accuracy of robot terminal pose tracking and the anti-interference performance of robot nonlinear motion path control, a nonlinear output feedback control method based on neural network is proposed. Construct the coordinate transformation matrix of the connecting rod, calculate the linear and angular velocity of the nonlinear motion of the robot, then calculate the sum of the kinetic energy of each connecting rod of the robot, and establish the motion equation of the robot. The structure of BP neural network is analyzed, and the motion equation is solved by BP neural network. Finally, a Fractional Order PID controller is designed and BP neural network is constructed to control the nonlinear motion equation of the robot to complete the output feedback control of the robot. The experimental results show that the end attitude tracking error of this method is the smallest, and it best fits the actual nonlinear trajectory of the robot. It shows that this method can accurately track the end posture of the robot, and can still effectively control the trajectory of the robot in the interference environment.
Subject
Computational Mathematics,Computer Science Applications,General Engineering
Reference20 articles.
1. Considering uncertainty in optimal robot control through high-order cost statistics;Medina;IEEE Trans Rob.,2018
2. Recurrent fuzzy wavelet neural networks based on robust adaptive sliding mode control for industrial robot manipulators;Yen;Neural Comput Appl.,2019
3. A novel inertia moment estimation algorithm collaborated with active force control scheme for wheeled mobile robot control in constrained environments;Ali,;Expert Syst Appl.,2021
4. Disentangling automatic and semi-automatic approaches to the optimization-based design of control software for robot swarms;Birattari;Nature Mach Intell.,2020
5. Event-sampled output feedback control of robot manipulators using neural networks;Narayanan;IEEE Trans Neural Networks Learn Syst.,2019
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