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Characteristics analysis and stabilization of a planar 2R underactuated manipulator
He, Guang-Ping ; Wang, Zhi-Lue ; Zhang, Jie ; Geng, Zhi-Yong
刊名ROBOTICA
2016
关键词Underactuation Manipulators Nilpotent approximation Iterative steering Control NONHOLONOMIC SYSTEMS NILPOTENT APPROXIMATIONS RIGID BODIES MOTION DISTRIBUTIONS ROBOT FLATNESS ACROBOT BASES
DOI10.1017/S0263574714001714
英文摘要The weightless planar 2R underactuated manipulators with passive last joint are considered in this paper for investigating a feasible method to stabilize the system, which is a second-order nonholonomic-constraint mechanical system with drifts. The characteristics including the controllability of the linear approximation model, the minimum phase property, the Small Time Local Controllability (STLC), the differential flatness, and the exactly nilpotentizable properties, are analyzed. Unfortunately, these negative characteristics indicate that the simplest underactuated mechanical system is difficult to design a stable closed-loop control system. In this paper, nilpotent approximation and iterative steering methods are utilized to solve the problem. A globally effective nilpotent approximation model is developed and the parameterized polynomial input is adopted to stabilize the system to its non-singularity equilibrium configuration. In accordance with this scheme, it is shown that designing a stable closed-loop control system for the underactuated mechanical system can be ascribed to solving a set of nonlinear algebraic equations. If the nonlinear algebraic equations are solvable, then the controller is asymptotically stable. Some numerical simulations demonstrate the effectiveness of the presented approach.; Nature Science Foundation of China [50975004, 51375016]; Beijing Nature Science Foundation [3062009]; SCI(E); EI; ARTICLE; hegp55@126.com; 3; 584-600; 34
语种英语
内容类型期刊论文
源URL[http://ir.pku.edu.cn/handle/20.500.11897/416278]  
专题工学院
推荐引用方式
GB/T 7714
He, Guang-Ping,Wang, Zhi-Lue,Zhang, Jie,et al. Characteristics analysis and stabilization of a planar 2R underactuated manipulator[J]. ROBOTICA,2016.
APA He, Guang-Ping,Wang, Zhi-Lue,Zhang, Jie,&Geng, Zhi-Yong.(2016).Characteristics analysis and stabilization of a planar 2R underactuated manipulator.ROBOTICA.
MLA He, Guang-Ping,et al."Characteristics analysis and stabilization of a planar 2R underactuated manipulator".ROBOTICA (2016).
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