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Hierarchical sliding-mode control of bicycle robot system

Xiuli Yu, Zhen Lu

发表年份
2011
引用次数
2

摘要

Dynamic model of the bicycle robot is made by methods based on Lagrangian and using multi-sliding surface of the Hierarchical sliding-mode method controls non-linear underactuated bicycle robot system. This method divided system states into two sub-systems. Two first-level sub-sliding planes are designed, and then the second-level sliding plane is constructed. The ultimate sliding-mode control law is obtained by using Lyapunov stability theorem. The Hierarchical sliding-mode controller have the bicycle robot controlled effectively, which has been verified in the simulation experiment.

关键词

Sliding mode controlControl theory (sociology)Controller (irrigation)Mode (computer interface)RobotLyapunov functionLyapunov stabilityComputer scienceMobile robotStability (learning theory)

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