刘方湖, 马培荪, 曹志奎, 姚沁. 五轮铰接式月球机器人的运动学建模[J]. 机器人, 2001, 23(6): 481-485,492..
LIU Fang-hu, MA Pei-sun, CAO Zhi-kui, YAO Qin. KINEMATIC MODELING OF A FIVE-WHEEL ARTICULATED LUNAR ROBOT. ROBOT, 2001, 23(6): 481-485,492..
Abstract：This paper presents a new kinematic modeling method for a wheeled mobile robot operating in a 3-dimensional complex terrain with entrenchments, steps, and slopes. The new method is called Tangent Planes Combination Method(TPCM). The main idea of the TPCM is to form a composite kinematics model for a robot operating in rough terrain combining different kinematics models of the robot on different slopes at different time. This kinematic modeling method has characteristics, such as simplicity, a controllable accuracy of a robotic kinematics model, etc. By use of TPCM the forward and inverse kinematics models for a five wheel articulated lunar robot(FWALR) operating in rough terrain was found. Thus, the FWALR robot has a base to control its movement in a 3-dimensional complex terrain.
[1] Muir P F, Neumann C P. Kinematic modeling of wheeled mobile robots. Journal of Robotic Systems, 1987,4(2):281-340. [2] Alexander J C, Maddocks J H. On the kinematic of wheeled mobile robots. Int J Robotics Research, 1989,8(5):15-26. [3] B d'Andrea-Novel, G. Bastin and G. Campion. Modelling and control of non-holonomic wheeled mobile robots. Proceedings of the 1991 IEEE International Conference on Robotics &Automation, 1991. 1130-1135. [4] Kanayama Y. Two dimensional wheeled vehicle kinematics.Proceedings of the 1994 IEEE International Conference on Robotics & Automation, 1994:3079-3084. [5] Borenstein J. Control and kinematics design of mult-degree-of freedom mobile robots with compliant linkage. IEEE Trans.Robotics and Automation, 1995. 21-35. [6] Tarokh M, McDermott G, Hayati S, Hung J. Kinematic modeling of a high mobility Mars rover. Proceedings of the 1999 IEEE International Conference on Robotics & Automation, Detroit,Michigan, 1999. 992-998
