基于弧形辐条腿旋转运动的楼梯攀爬轮式机器人

IF 3.4 3区 医学 Q1 ENGINEERING, MULTIDISCIPLINARY Biomimetics Pub Date : 2024-10-17 DOI:10.3390/biomimetics9100633
Dongwoo Seo, Jaeyoung Kang
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引用次数: 0

摘要

本研究提出了一种新的轮腿机构概念,并利用弧形辐条和滚动轮胎的旋转腿运动来计算爬楼梯机器人的运动学和动力学。该系统由四个电机驱动的轮胎和四个弧形辐条腿组成。弧形辐条腿呈半圆形,用于爬楼梯。一旦辐条腿在地面上滚动,由于辐条和车轮之间的运动学约束,它就会抬起并将配套的车轮拉向地面。单轮爬坡是配备前后轴的整体机器人爬楼梯的必要条件。本研究根据单轮攀爬的场景,从运动学不等式方程的角度提出了辐条腿的设计要求,以确保单轮攀爬的成功。针对可实现单轮攀爬的设计配置,演示了轮式爬楼梯机器人静态分析所需的最小摩擦系数。随后,通过动态方程验证了轮胎和弧形辐条腿的摩擦滑移能力。最后,研究结果表明,精心设计的弧形辐条腿的旋转运动有效地实现了整个机器人的爬楼梯能力。
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Stair-Climbing Wheeled Robot Based on Rotating Locomotion of Curved-Spoke Legs.

This study proposes a new wheel-leg mechanism concept and formulations for the kinematics and dynamics of a stair-climbing robot utilizing the rotating leg locomotion of curved spokes and rolling tires. The system consists of four motor-driven tires and four curved-spoke legs. The curved-spoke leg is semicircle-like and is used to climb stairs. Once the spoke leg rolls on the surface, it lifts and pulls the mating wheel toward the surface, owing to the kinematic constraint between the spoke and the wheel. Single-wheel climbing is a necessary condition for the stair climbing of whole robots equipped with front and rear axles. This study proposes the design requirements of a spoke leg for the success of single-wheel climbing in terms of kinematic inequality equations according to the scenario of single-wheel climbing. For a design configuration that enables single-wheel climbing, the required minimum friction coefficient for the static analysis of the stair-climbing wheeled robots is demon-strated. Thereafter, the stair-climbing ability is validated through the dynamic equations that enable the frictional slip of the tires, as well as the curved-spoke legs. Lastly, the results revealed that the rotating locomotion of the well-designed curved-spoke legs effectively enables the stair climbing of the whole robot.

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来源期刊
Biomimetics
Biomimetics Biochemistry, Genetics and Molecular Biology-Biotechnology
CiteScore
3.50
自引率
11.10%
发文量
189
审稿时长
11 weeks
期刊最新文献
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