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Trajectory tracking control of wheeled mobile robot based on fractional order backstepping

Yuhan Zhao, Ning Chen, Yongpeng Tai

Year
2016
Citations
10

Abstract

A trajectory tracking problem for wheels mobile robot is presented in this paper. The central concept is based on the kinematics model of a two degree of freedom wheeled mobile robot, the fractional calculus is designed in the Backstepping control method. Using the idea of fractional Backstepping, a time-varying fractional order trajectory tracking feedback control law is proposed by constructing a virtual feedback variable. The simulation results and analyses show that the global asymptotic stability and the superiority of the presented control strategy are verified.

Keywords

BacksteppingTrajectoryControl theory (sociology)Mobile robotKinematicsTracking (education)Computer scienceRobotStability (learning theory)Fractional calculus

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