Journal of Bionic Engineering ›› 2023, Vol. 20 ›› Issue (3): 967-981.doi: 10.1007/s42235-022-00322-w

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Behavior Analysis of Biomimetic Soft Bending Actuators in Free Motion and Contact

Mohammad Hadi Namdar Ghalati1; Sepideh Akbari1; Hamed Ghafarirad1; Mohammad Zareinejad2   

  1. 1 Department of Mechanical Engineering, Amirkabir University of Technology, Tehran 1591634311, Iran  2 New Technologies Research Center (NTRC), Amirkabir University of Technology, Tehran 1591633311, Iran
  • 出版日期:2023-05-10 发布日期:2023-05-10
  • 通讯作者: Hamed Ghafarirad E-mail:Ghafarirad@aut.ac.ir
  • 作者简介:Mohammad Hadi Namdar Ghalati1; Sepideh Akbari1; Hamed Ghafarirad1; Mohammad Zareinejad2

Behavior Analysis of Biomimetic Soft Bending Actuators in Free Motion and Contact

Mohammad Hadi Namdar Ghalati1; Sepideh Akbari1; Hamed Ghafarirad1; Mohammad Zareinejad2   

  1. 1 Department of Mechanical Engineering, Amirkabir University of Technology, Tehran 1591634311, Iran  2 New Technologies Research Center (NTRC), Amirkabir University of Technology, Tehran 1591633311, Iran
  • Online:2023-05-10 Published:2023-05-10
  • Contact: Hamed Ghafarirad E-mail:Ghafarirad@aut.ac.ir
  • About author:Mohammad Hadi Namdar Ghalati1; Sepideh Akbari1; Hamed Ghafarirad1; Mohammad Zareinejad2

摘要: Bioinspired Soft Bending Actuators (SBA) are increasingly being used in rehabilitation, assistant robots, and grippers. Despite many investigations on free motion modeling, understanding how these actuators interact with the environment requires more detailed research. It is caused by high compliance and nonlinearity of bioinspired soft material, which leads to serious challenges in contact conditions. In this paper, a continuous deformation analysis is presented to describe the free motion nonlinear behavior of the actuator. Based on the achieved result, this study proposes static modeling of SBA affected by a concentrated external force. For this purpose, the finite rigid element method is utilized, which is based on discretizing the actuator into smaller parts and assuming these parts as rigid serial links connected by nonlinear torsional springs. To verify the proposed model, two kinds of forces are considered to be acting on the actuator, i.e. following force and constant direction force. In addition, the effect of gravity on the actuator configuration is also investigated. The validity of the model has been demonstrated through experiments in free motion, contact conditions and the presence of gravity. It generally shows that the prediction error of robot configuration is lower than 7.5%.

关键词: Biomimetic soft bending actuator , · Static modeling , · Contact , · Force constraints , · Rigid finite element

Abstract: Bioinspired Soft Bending Actuators (SBA) are increasingly being used in rehabilitation, assistant robots, and grippers. Despite many investigations on free motion modeling, understanding how these actuators interact with the environment requires more detailed research. It is caused by high compliance and nonlinearity of bioinspired soft material, which leads to serious challenges in contact conditions. In this paper, a continuous deformation analysis is presented to describe the free motion nonlinear behavior of the actuator. Based on the achieved result, this study proposes static modeling of SBA affected by a concentrated external force. For this purpose, the finite rigid element method is utilized, which is based on discretizing the actuator into smaller parts and assuming these parts as rigid serial links connected by nonlinear torsional springs. To verify the proposed model, two kinds of forces are considered to be acting on the actuator, i.e. following force and constant direction force. In addition, the effect of gravity on the actuator configuration is also investigated. The validity of the model has been demonstrated through experiments in free motion, contact conditions and the presence of gravity. It generally shows that the prediction error of robot configuration is lower than 7.5%.

Key words: Biomimetic soft bending actuator , · Static modeling , · Contact , · Force constraints , · Rigid finite element