Robot trajectory tracking control method based on open-closed loop PID (Proportion Integration Differentiation) type iterative learning
An iterative learning and trajectory tracking technology, applied in two-dimensional position/channel control, non-electric variable control, control/regulation system, etc., to improve system tracking control performance, reduce external interference and noise effects, and improve tracking effect. Effect
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Embodiment 1
[0087]With reference to shown in Fig. 4-9, in order to verify the superiority of the open-closed-loop PID type iterative learning control law that the present invention proposes to mobile robot trajectory tracking, and (H.Wang, J.Dong, and Y.Wang, "Discrete PID-Type Iterative Learning Control for Mobile Robot," Journal of Control Science and Engineering, pp.1-7, 2016.) The trajectory tracking controller of the mobile robot designed by the PID-type iterative learning control law was experimentally compared. The mobile robot coordinates from the initial state P(0)=[1, 0, π / 2] T Track a circular trajectory with a radius of 1m, and the equation of the circular trajectory is P d =[x d (t),y d (t), θ d (t)] T =[cos(0.05πt), sin(0.05πt), 0.05πt+π / 2] T . The selected PID parameter is k p =0.02,k i =0.02,k d =0.01, the state interference term is β i (t)=0.001[sin(40πt)+0.05random(0,8), sin(40πt)+0.05random(0,8), sin(40πt)+0.05random(0,4)] T , the output measurement noise is ...
Embodiment 2
[0091] Referring to Figures 10-15, in order to further verify that the open-closed-loop PID-type iterative learning control law proposed by the present invention can be applied to mobile robots tracking other trajectories, here a cosine curve is selected as the tracking trajectory of the robot. And compared with the trajectory tracking controller of mobile robot designed by PID iterative learning control law. The mobile robot starts from the initial state P(0)=[0,1,0] T Tracking the cosine trajectory, the cosine trajectory equation is expressed as follows:
[0092] P d =[x d (t),y d (t), θ d (t)] T =[0.125t, cos(0.125t), -atan(sin(0.125t))] T
[0093] In the formula, t is the moving time of the robot, and the selected PID parameter is k p =0.02,k i =0.015,k d = 0.01. The values of the state interference term and noise are the same as those in Embodiment 1.
[0094] Part of the motion picture of the cosine trajectory tracking of the mobile robot executing the open...
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