Material Engineering and Mechanical Manufacturing

Optimization of cable drive strategies for tensegrity robots in planetary exploration

  • Xiaodong FENG ,
  • Chengwei LI ,
  • Ke LIU ,
  • Shubin ZHAO ,
  • Haijun PENG
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  • 1.School of Civil Engineering,Shaoxing University,Shaoxing 312000,China
    2.Artificial Intelligence Research Institute,Shaoxing University,Shaoxing 321000,China
    3.School of Engineering,Beijing University,Beijing 100080,China
    4.School of Mechanics and Aerospace Engineering,Dalian University of Technology,Dalian 116086,China

Received date: 2024-11-18

  Revised date: 2024-12-02

  Accepted date: 2025-02-10

  Online published: 2025-03-06

Supported by

National Natural Science Foundation of China(52478189)

Abstract

To reduce the actuation and time costs associated with executing planetary exploration tasks by the twelve-bar tensegrity robot (SC-12), a cable driven optimization strategy based on the Particle Swarm Optimization-Beetle Antennae Search (PSO-BAS) hybrid algorithm is proposed. Firstly, an equivalent model of the SC-12 robot is established based on its initial geometric configuration. Considering multiple constraints such as gravity moment and cable regulation, a drive optimization model is constructed with the objective of minimizing the difference in strain energy of the system before and after actuation. This approach overcomes potential issues such as coplanar cable-rod configurations and non-coplanar base planes that may arise during the actuation process. Using Non-Rigid-body Motion Analysis (NRMA), the posture of the robot in an unbalanced state is determined. Furthermore, the optimal actuation strategy is obtained using the PSO-BAS hybrid algorithm. Finally, dynamic simulations were performed using the mechanical system dynamics automatic analysis system (ADAMS) to compare the drive and time costs of different drive modes for robots with the same configuration. Additionally, the forward speed and energy cost of robots with different configurations (SC-12 and six-bar tensegrity robot) under the same drive mode were analyzed. The results confirm the superior motion performance of SC-12 in exploration tasks and validate the effectiveness of the proposed method in optimizing actuation costs.

Cite this article

Xiaodong FENG , Chengwei LI , Ke LIU , Shubin ZHAO , Haijun PENG . Optimization of cable drive strategies for tensegrity robots in planetary exploration[J]. ACTA AERONAUTICAET ASTRONAUTICA SINICA, 2025 , 46(15) : 431552 -431552 . DOI: 10.7527/S1000-6893.2025.31552

References

[1] 于登云, 潘博, 马超. 星球探测机器人研究现状与发展展望[J]. 宇航学报202344(4): 633-643.
  YU D Y, PAN B, MA C. Research status and development prospect of planetary exploration robots[J]. Journal of Astronautics202344(4): 633-643 (in Chinese).
[2] 路达, 刘金国, 高海波. 星球表面着陆巡视一体化探测机器人研究进展[J]. 航空学报202142(1): 523742.
  LU D, LIU J G, GAO H B. Integrated exploration robots for planetary surface landing and patrolling: A review[J]. Acta Aeronautica et Astronautica Sinica202142(1): 523742 (in Chinese).
[3] WU Z Y, ZHENG K, DING Z Y, et al. A survey on legged robots: Advances, technologies and applications[J]. Engineering Applications of Artificial Intelligence2024138: 109418.
[4] LI M G, SUN H X, MA L, et al. Special spherical mobile robot for planetary surface exploration: A review[J]. International Journal of Advanced Robotic Systems202320(2): 172988062311622.
[5] YU J Z, WU Z X, SU Z S, et al. Motion control strategies for a repetitive leaping robotic dolphin?[J]. IEEE/ASME Transactions on Mechatronics201924(3): 913-923.
[6] DYLAN S S, BOOTH J W, ROBERT L B, et al. Tensegrity robotics?[J]. Soft Robotics20229(4): 639-656.
[7] CHEN B, JIANG H. Swimming Performance of a Tensegrity Robotic Fish[J]. Soft Robotics20196(4): 520-531.
[8] CHUNG Y, LEE J H, JANG J H, et al. Jumping tensegrity robot based on torsionally prestrained SMA springs[J]. ACS Applied Materials & Interfaces201911(43): 40793-40799.
[9] LIU C, LI K, YU X, et al. A multimodal self‐propelling tensegrity structure?[J]. Advanced Materials202436(25): 2314093.
[10] XU P, ZHENG J, LIU J, et al. Deep-learning-assisted underwater 3d tactile tensegrity?[J]. Research20236: 0062.
[11] DAI X, LIU Y, WANG W, et al. Design and experimental validation of a worm-like tensegrity robot for in-pipe locomotion?[J]. Journal of Bionic Engineering202220(2): 515-529.
[12] 曹永亮, 李海泉, 李澳, 等. 仿鲹科张拉整体式机器鱼的结构设计与动力学分析[J]. 科学通报202267(35): 4251-4262.
  CAO Y L, LI H Q, LI A, et al. A structure design and dynamic analysis of a tensegrity-based carangiform robotic fish?[J]. Chinese Science Bulletin202267(35): 4251-4262 (in Chinese).
[13] SABELHAUS A P, BRUCE J, CALUWAERTS K, et al. System design and locomotion of SUPERball, an untethered tensegrity robot?[C]?∥2015 IEEE International Conference on Robotics and Automation (ICRA). 2015: 2867-2873.
[14] HAO S, LIU R, LIN X, et al. Configuration design and gait planning of a six-bar tensegrity robot?[J]. Applied Sciences202212(22): 11845.
[15] LUO A N, LIU H P. Analysis for feasibility of the method for bars driving the ball tensegrity robot[J]. Journal of Mechanisms and Robotics20179(5): 051010.
[16] JEONG J, KIM I, CHOI Y, et al. Spikebot: a multigait tensegrity robot with linearly extending struts?[J]. Soft Robotics202411(2): 207-217.
[17] 杜汶娟, 马书根, 李斌, 等. 可变结构体机器人滚动步态参数优化[J]. 机械工程学报201652(17): 127-136.
  DU W J, MA S G, LI B, et al. Parameter optimization for rolling motion of structure variable robots[J]. Journal of Mechanical Engineering201652(17): 127-136 (in Chinese).
[18] KIM K, AGOGINO A K, AGOGINO A M. Rolling locomotion of cable-driven soft spherical tensegrity robots[J]. Soft robotics20207(3): 346-361.
[19] SHIBATA M, HIRAI S.Emerging trends in mobile robotics[M]. 2010: 359-366.
[20] FENG X D, XU J, ZHANG J Y, et al. Trajectory planning on rolling locomotion of spherical movable tensegrity robots with multi-gait patterns?[J]. Soft Robotics202411(5): 725-740.
[21] 徐佶, 冯晓东, 许贤, 等. 十二杆张拉整体结构动态分析及路径规划研究[J]. 西安建筑科技大学学报(自然科学版)202456(2): 238-248.
  XU J, FENG X D, XU X, et al. Research on dynamic analysis and path planning of twelve-bartensegrity structure?[J]. Journal of Xian University of Architecture & Technology(Natural Science Edition)202456(2): 238-248 (in Chinese).
[22] 冯晓东, 章万鹏, 罗尧治, 等. 基于方案矩阵编制策略的张拉整体结构拓扑形态研究[J]. 土木工程学报202154(8): 75-86.
  FENG X D, ZAHNG W P, LUO Y Z, et al. Investigation on topological morphology of tensegrity structure based on scheme matrix strategy?[J]. China Civil Engineering Journal202154(8): 75-86 (in Chinese).
[23] ZHANG J, OHSAKIM. Free-form design of tensegrity structures by non-rigid-body motion analysis[C]?∥Proceedings of IASS Annual Symposia 2013. 2013.
[24] JAIN M, SAIHJPAL V, SINGH N, et al. An overview of variants and advancements of PSO algorithm[J]. Applied Sciences-Basel,? 202212(17): 8392.
[25] JIANG X, LI S. Beetle antennae search without parameter tuning (BAS-WPT) for multi-objective optimization[J]. Filomat202034(15): 5113-5119.
[26] ZHANG B, DUAN Y, ZHANG Y, et al. Particle swarm optimization algorithm based on beetle antennae search algorithm to solve path planning problem?[C]?∥2020 IEEE 4th Information Technology, Networking, Electronic and Automation Control Conference (ITNEC). 20201: 1586-1589.
[27] 解一鸣. 球形张拉整体机器人滚动分析与控制研究[D]. 哈尔滨: 哈尔滨工业大学, 2018: 58-66.
  XIE Y M. Analysis and control about rolling motion of spherical tensegrity robot[D]. Harbin: Harbin Institute of Technology, 2018: 58-66 (in Chinese).
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