TFGait--利用地形识别和弗劳德数为四足机器人制定稳定高效的自适应步态规划

IF 7.9 2区 计算机科学 Q1 AUTOMATION & CONTROL SYSTEMS IEEE Transactions on Automation Science and Engineering Pub Date : 2024-11-25 DOI:10.1109/TASE.2024.3503277
Aocheng Luo;Qifeng Wan;Yan Meng;Shihan Kong;Wanchao Chi;Chong Zhang;Shenghao Zhang;Yuzhen Liu;Qiuguo Zhu;Junzhi Yu
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引用次数: 0

摘要

步态规划是四足机器人的关键技术之一。然而,步态规划与地形理解和能量效率的紧密耦合机制却很少受到重视。迄今为止,规划出高度适应地形特征的最佳步态策略仍然具有挑战性,并且具有稳定和有效的过渡。基于此,本文提出了一种结合地形识别、运输成本(Cost of Transport, CoT)和弗劳德数(Froude number)的四足机器人自适应步态控制框架。具体而言,基于不同地形纹理特征和不同步态的CoT特征,设计了四足机器人的最优步态选择策略。为了解决由此引起的步态过渡过程,进一步提出了一种基于Fr数的步态参数自适应方法,使步态过渡过程更加稳定。采用模型预测控制(MPC)和全身控制(WBC)作为四足机器人的运动控制器。仿真和实验结果表明,该方法具有良好的地形适应性、能量效率和步态转换过程中的运动稳定性,有利于四足机器人在多变地形条件下保持运动稳定,降低能量消耗。从业人员注意事项-本文的动机是四足机器人在不同地形上行走的自适应步态规划问题。提出了一种既能保证机器人在面对不同地形时选择最优步态,又能保持步态转换稳定性的方法。在模拟环境中测试后,所提出的控制框架可以直接部署在真实世界的机器人上,无需进一步调整,并允许机器人以最小的模拟到真实问题穿越各种地形。希望我们提出的方法能够为四足机器人在非结构化环境中执行长时间耐力任务的能力增强提供有价值的指导和支持。
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TFGait—Stable and Efficient Adaptive Gait Planning With Terrain Recognition and Froude Number for Quadruped Robot
Gait planning is one of the most critical technologies for quadruped robots. However, far too little attention has been paid to the tight coupling mechanism of gait planning with terrain understanding and energy efficiency. To date, it is still challenging to plan optimal gait strategies that are highly adapted to terrain features with stable and efficient transitions. Accordingly, this paper proposes an adaptive gait control framework for quadruped robots that combines terrain recognition, Cost of Transport (CoT), and the Froude (Fr) number. More specifically, an optimal gait selection strategy for quadruped robots is designed based on different terrain texture features and the CoT characteristics of different gaits. To address the gait transition process induced thereby, an adaptive method for gait parameters based on the Fr number is further proposed, which can make the process more stable. Besides, model predictive control (MPC) and whole-body control (WBC) are employed as the motion controllers for the quadruped robot. Furthermore, simulation and experimental results indicate that the proposed method possesses superior terrain adaptability, energy efficiency, and motion stability during gait transitions, which is beneficial for the quadruped robots to maintain stable motion and reduce energy consumption when performing tasks in changeable terrains.Note to Practitioners—This paper is motivated by the problem of adaptive gait planning for quadruped robots that walks through different terrains. We propose a method that ensures optimal gait selection by robots facing diverse terrains and maintains the stability of gait transition. The proposed control framework, upon testing in a simulated environment, can be directly deployed on real-world robot without further adjustments and allows the robot to traverse various terrains with minimal sim-to-real issues. Hopefully, our proposed method can provide valuable guidance and support for facilitating the enhancement of capabilities in performing prolonged endurance tasks in unstructured environments for quadruped robots.
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来源期刊
IEEE Transactions on Automation Science and Engineering
IEEE Transactions on Automation Science and Engineering 工程技术-自动化与控制系统
CiteScore
12.50
自引率
14.30%
发文量
404
审稿时长
3.0 months
期刊介绍: The IEEE Transactions on Automation Science and Engineering (T-ASE) publishes fundamental papers on Automation, emphasizing scientific results that advance efficiency, quality, productivity, and reliability. T-ASE encourages interdisciplinary approaches from computer science, control systems, electrical engineering, mathematics, mechanical engineering, operations research, and other fields. T-ASE welcomes results relevant to industries such as agriculture, biotechnology, healthcare, home automation, maintenance, manufacturing, pharmaceuticals, retail, security, service, supply chains, and transportation. T-ASE addresses a research community willing to integrate knowledge across disciplines and industries. For this purpose, each paper includes a Note to Practitioners that summarizes how its results can be applied or how they might be extended to apply in practice.
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