结构仿生六杆张拉整体机器人折叠控制的形态智能方法OA
A Morphological-intelligence Approach to Folding Control of a Structurally Bioinspired Six-bar Tensegrity Robot
形态智能通常指机器人利用"身体"的物理特性、几何结构以及动力学特征等简化复杂的计算(如控制器设计),具备良好的环境适应性特点,是实现具身智能的核心机制.本文针对六杆张拉整体完全折叠问题,提出一种利用形态智能机理简化控制方法,实现部分绳驱下机器人整体的等效折叠.首先基于"端点聚拢"形态构造折叠目标,通过结构对称性分析得到四种折叠模式及对应的绳长变化量.再通过图论回路空间分析,识别由几何构型产生的冗余绳长变化量,基于此确定折叠过程中的被控绳.然后在静力学框架下建立电机输入与绳长变化映射关系并给出可达性判据,以此得到每种模式下简化控制策略.最后通过 MATLAB 准静态仿真及实物实验,验证所提方法的有效性.四种折叠模式下的简化控制策略均能实现机器人完全折叠,驱动绳的数量可由传统方法的24降低至9,展现了形态智能在简化机器人控制器设计方面的潜力.
Morphological intelligence refers to leveraging a robot's physical body——Its physical properties,geo-metric structure,and dynamic characteristics——To offload computation(e.g.,controller design)and enhance en-vironmental adaptability;It is a core mechanism of embodied intelligence.This paper targets complete folding of a six-bar tensegrity robot and develops a morphology-driven simplified control method that achieves whole-body equi-valent folding under partial cable actuation.A folding objective based on endpoint aggregation is first formulated;symmetry analysis then enumerates four folding patterns together with their associated cable-length variations.A graph-theoretic cycle-space analysis is employed to identify redundancy in length changes induced by geometric coupling,from which the actuated-cable set during folding is determined.Within a static framework,the mapping from motor inputs to cable-length variations is established and a reachability criterion is provided,yielding a simpli-fied control strategy for each pattern.Quasi-static MATLAB simulations and hardware experiments validate the approach:Across all four patterns,complete folding is achieved while the number of actively actuated cables is re-duced from 24 to 9.The results highlight the potential of morphological intelligence to simplify controller design for tensegrity robots.
石家旭;陶子辰;桂昀;刘珂;刘华平;方浩;杨庆凯
北京理工大学自动化学院 北京 100081||自主智能无人系统全国重点实验室 北京 100081北京理工大学自动化学院 北京 100081||自主智能无人系统全国重点实验室 北京 100081北京理工大学自动化学院 北京 100081||自主智能无人系统全国重点实验室 北京 100081北京大学先进制造与机器人学院 北京 100091清华大学计算机科学与技术系 北京 100084北京理工大学自动化学院 北京 100081||自主智能无人系统全国重点实验室 北京 100081北京理工大学自动化学院 北京 100081||自主智能无人系统全国重点实验室 北京 100081
张拉整体机器人折叠控制平衡流形形态智能
tensegrity robotfolding controlequilibrium manifoldmorphological intelligence
《自动化学报》 2026 (5)
942-952,11
国家重点研发项目(2022YFB4702000),国家自然科学基金(62373048,U1913602,62025304,62088101)资助 Supported by National Key Research and Development Pro-gram of China(2022YFB4702000)and National Natural Science Foundation of China(62373048,U1913602,62025304,62088101)
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