Research On Compound Control Algorithm For Motion Control System

2017 29TH CHINESE CONTROL AND DECISION CONFERENCE (CCDC)(2017)

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Abstract
Force of friction, which blocks tendency of object's motion or relative motion can easily lead to low tracking accuracy of manipulator ann driven by PMSM at low speed or in back-and-forth movement. During the robot positioning, the gravity torque changes all the time. The variation of it is difficult to measure, Which have influence on the control accuracy of the manipulator arm. The traditional friction compensation algorithm does not take the gravity torque of mechanical arm into account, so the friction model lacks accuracy. For those previous methods which treat friction as disturbance and use disturbance observer to estimate it, it is difficult to estimate the friction precisely in low speed due to the existence of strong nonlinearity at this stage. In this paper, to eliminate the effects of friction and disturbance on the system, a Stribeck friction model is used to eliminate the influence of friction on the system. At first, the q-axis current and rotation speed are sampled. Then the friction model parameters are identified via Lagrange interpolation polynomial and least square method after the gravity and friction torques are separated. Considering the heavy torque of mechanical arm, the deviation of friction model when conditions are changing and the load torque as lumped disturbance, a sliding mode disturbance observer is designed for disturbance estimation. The estimate of friction and the observation of lumped disturbances are employed as feedforward compensation. Then combining the proportion feedback together, a corn posite speed controller is obtained. Simulation results indicate that the composite control method in this paper can effectively ameliorate "flat-top" phenomenon of position tracking and "chattering" phenomenon of speed tracking of the servo system, and improve the anti-disturbance ability of servo system.
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Key words
PMSM, Manipulator motion control system, Friction compensation, Lagrange interpolation polynomial, Least square method, Sliding mode disturbance observer
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