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Frontiers of Mechanical Engineering

ISSN 2095-0233

ISSN 2095-0241(Online)

CN 11-5984/TH

Postal Subscription Code 80-975

2018 Impact Factor: 0.989

Front. Mech. Eng.    2023, Vol. 18 Issue (4) : 54    https://doi.org/10.1007/s11465-023-0770-2
RESEARCH ARTICLE
Design and experiment of a novel pneumatic soft arm based on a deployable origami exoskeleton
Yuwang LIU1,2(), Wenping SHI1,2,3, Peng CHEN1,2,4, Yi YU1,2,4, Dongyang ZHANG1,2, Dongqi WANG1,2
1. State Key Laboratory of Robotics, Shenyang Institute of Automation, Chinese Academy of Sciences, Shenyang 110016, China
2. Institutes for Robotics and Intelligent Manufacturing, Chinese Academy of Sciences, Shenyang 110169, China
3. School of Mechanical Engineering, Northeastern University, Shenyang 110000, China
4. University of Chinese Academy of Sciences, Beijing 100049, China
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Abstract

Soft arms have shown great application potential because of their flexibility and compliance in unstructured environments. However, soft arms made from soft materials exhibit limited cargo-loading capacity, which restricts their ability to manipulate objects. In this research, a novel soft arm was developed by coupling a rigid origami exoskeleton with soft airbags. The joint module of the soft arm was composed of a deployable origami exoskeleton and three soft airbags. The motion and load performance of the soft arm of the eight-joint module was tested. The developed soft arm withstood at least 5 kg of load during extension, contraction, and bending motions; exhibited bistable characteristics in both fully contracted and fully extended states; and achieved a bending angle of more than 240° and a contraction ratio of more than 300%. In addition, the high extension, contraction, bending, and torsional stiffnesses of the soft arm were experimentally demonstrated. A kinematic-based trajectory planning of the soft arm was performed to evaluate its error in repetitive motion. This work will provide new design ideas and methods for flexible manipulation applications of soft arms.

Keywords pneumatic soft arm      soft airbag      deployable origami exoskeleton      bistable characteristics      cargo-loading capacity     
Corresponding Author(s): Yuwang LIU   
Just Accepted Date: 01 November 2023   Issue Date: 27 December 2023
 Cite this article:   
Yuwang LIU,Wenping SHI,Peng CHEN, et al. Design and experiment of a novel pneumatic soft arm based on a deployable origami exoskeleton[J]. Front. Mech. Eng., 2023, 18(4): 54.
 URL:  
https://academic.hep.com.cn/fme/EN/10.1007/s11465-023-0770-2
https://academic.hep.com.cn/fme/EN/Y2023/V18/I4/54
Fig.1  Design of the soft arm: (a) overall side image of the soft arm, (b) overall concept of the soft arm, (c) concept of the joint module of the soft arm, and (d) physical prototype configuration process of the joint module.
Fig.2  Deployable origami exoskeleton: (a) concept of waterbomb origami pattern, (b) waterbomb origami structure with a thick panel, (c) configuration process of the thick-panel waterbomb origami structure, and (d) the process of making a thick-panel waterbomb origami structure.
Fig.3  Soft airbag: (a) diagram of crease pattern and (b) photo images of external convex and internal concave patterns.
Fig.4  Kinematic modeling of the soft arm: (a) general kinematic model of the soft arm and (b) representation of kinematic parameters on the joint module.
Fig.5  Experimental apparatus of the soft arm: (a) experimental system and (b) control scheme.
Fig.6  Extension and contraction performance test of the soft arm: (a) measurement of the expansion ratio of the soft arm, (b) loading experiments of the soft arm in fully contracted and fully expanded states, (c) motion displacement analysis of the soft arm under different loading conditions, and (d) motion stiffness analysis of the soft arm under different loading conditions.
Fig.7  Bending performance test of the soft arm: (a) evaluation of the bending angle of the soft arm (0 kg), (b) loading experiment at a moment in the flexed state of the soft arm (0 and 5 kg), (c) bending angle of the soft arm, and (d) effect of different loads on the bending angle of the soft arm.
Fig.8  Torsional performance test of the soft arm: (a) torsional stiffness experimental platform and (b) testing the torsional stiffness of the soft arm under different configurations.
Fig.9  Prototype of the soft arm in 3D space.
Fig.10  Trajectory planning of the straight line: (a) spatial configuration state of the soft arm and (b) repeat accuracy of the endpoint of the soft arm; trajectory planning of the circle: (c) spatial configuration state of the soft arm and (d) repeat accuracy of the endpoint of the soft arm.
FApplied force
hHalf the height of the waterbomb origami structure
iith joint module
kiCurvature of the ith joint module
Kα, Kβ, KχStiffnesses in the fully contracted, extended, and intermediate state, respectively
MTorque
OiPosition of the coordinate origin of the upper platform of the ith joint module
i?1piColumn vector of the ith joint module positions
rRadius of the joint module
ii?1RRotation matrix of the ith joint module
siArc length of the ith joint module
tThickness of the waterbomb origami structure
i?1iTHomogeneous matrix of the ith joint module
xi, yi, ziX, Y, and Z coordinate values of the end of the ith joint module, respectively
Yi, ZiY- and Z-axis of the coordinate system at the end of the ith joint module, respectively
αBending angle of soft arm
βiRotation angle of the end of the ith joint module around Zi
μDesign angle of the origami pattern
λFolding angle of the waterbomb origami structure
?Displacement of soft arm
φiDeflection angle of the ith joint module
χiRotation angle of the end of the ith joint module around Yi
δiRotation angle of the end of the ith joint module around Xi
  
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