Kinematics Analysis and Tracking Control of Novel Single Actuated Lizard Type Robot

Shunsuke Nansai, Y. Ando, N. Kamamichi, H. Itoh
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Abstract

The purpose of this paper is to propose a new type of a kinetic chained walking robot capable of walking with only a single actuator, and is to design its trajectory tracking control system. Legged robots are able to move across irregular terrains, however, have an issue on energy efficiency compared with other morphology. A bio-inspired approach often provides effective solutions, for example, a lizard is able to mainly walk by utilizing only twisting its waist. To mimic this characteristic by robotics, a robot consisting of four-bar linkage mechanism is proposed. This idea improves simplification of its locomotion analysis. In this paper, two important kinematics characteristics are analyzed in order to propose locomotion ability and effectiveness of the robot. In particular, a turning angle and a stride distance are analysed. After that, a trajectory tracking control system is designed based on the PID control low. Ideas for the control system design in this paper are both to decide an bias of an input angle function as a input of the system and to set a control period on half period of the input angle function. Finally, effectiveness of the designed control system is verified via numerical simulations. A straight line and a circle trajectory are adopted for the verification. As the results, it is shown that the designed trajectory tracking control system is capable of tracking two different trajectory. In addition, it is also shown that the designed trajectory tracking control system satisfies the kinematics analysis results from the side of view of the kinematic of the robot.
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新型单驱动蜥蜴式机器人运动学分析与跟踪控制
本文提出了一种新型的单作动器链式步行机器人,并设计了其轨迹跟踪控制系统。有腿机器人能够在不规则的地形上移动,然而,与其他形态相比,有一个能源效率的问题。以生物为灵感的方法通常能提供有效的解决方案,例如,一只蜥蜴主要通过扭动腰部来行走。为了用机器人技术模拟这一特点,提出了一种由四杆机构组成的机器人。这种思想改进了对其运动分析的简化。本文分析了机器人的两个重要运动学特性,提出了机器人的运动能力和运动效率。特别对转弯角度和跨步距离进行了分析。在此基础上,设计了基于PID控制的轨迹跟踪控制系统。本文控制系统的设计思路是,确定输入角函数的偏置作为系统的输入,并在输入角函数的半周期上设置控制周期。最后,通过数值仿真验证了所设计控制系统的有效性。采用直线和圆轨迹进行验证。实验结果表明,所设计的轨迹跟踪控制系统能够同时跟踪两种不同的轨迹。此外,从机器人运动学的侧面来看,所设计的轨迹跟踪控制系统满足运动学分析的结果。
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