快速行走的设计与一个与两个在同一时间摆动腿运动的机器人

Katie Byl, M. Byl
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引用次数: 8

摘要

介绍了四足机器人RoboSimian的两种快速步行步态原型,并给出了各自的实验结果。第一种步态采用静态稳定的单腿摆动爬行。第二种步态采用一次两腿摆动运动,这需要仔细规划零力矩点(ZMP),以在狭窄的支撑基础上平衡机器人。特别关注的是开发实用手段来利用RoboSimian具有高维性的事实,每个肢体有七个驱动器,作为在每个关节部分克服低关节速度限制的手段。对于这两种步态,我们使用了一个逆运动学(IK)表,该表旨在最大化每个肢体的可达工作空间,同时最小化末端执行器运动期间的关节速度。即使使用IK解决方案提供了简化,在每种步态的设计中仍然存在广泛的变量。我们讨论了这些问题,并提出了实用的方法来参数化并随后推导出每种步态类型的近似时间最优解,这些方法受机器人关节速度限制和保持足够平衡的安全裕度的现实需求的限制。结果表明,仔细选择每种步态的参数可以显著提高各自的行走速度。最后,我们比较了每种步态的最快步行速度,发现在给定机器人当前性能限制的情况下,它们几乎是相等的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Design of fast walking with one- versus two-at-a-time swing leg motions for RoboSimian
This paper presents two prototype fast walking gaits for the quadruped robot RoboSimian, along with experimental results for each. The first gait uses a statically stable one-at-a-time swing-leg crawl. The second gait uses a two-at-a-time swingleg motion, which requires deliberate planning of zero-moment point (ZMP) to balance the robot on a narrow support base. Of particular focus are the development of practical means to exploit the fact that RoboSimian has high-dimensionality, with seven actuators per limb, as a means of partially overcoming low joint velocity limits at each joint. For both gaits, we use an inverse kinematics (IK) table that has been designed to maximize the reachable workspace of each limb while minimizing joint velocities during end effector motions. Even with the simplification provided by use of IK solutions, there are still a wide range of variables left open in the design of each gait. We discuss these and present practical methodologies for parameterizing and subsequently deriving approximate time-optimal solutions for each gait type, subject to joint velocity limits of the robot and to real-world requirements for safety margins in maintaining adequate balance. Results show that careful choice of parameters for each of the gaits improves their respective walking speeds significantly. Finally, we compare the fastest achievable walking speeds of each gait and find they are nearly equivalent, given current performance limits of the robot.
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