Bioinspired Soft Electrostatic Accordion-Fold Actuators.

Soft robotics Pub Date : 2024-04-01 Epub Date: 2024-01-22 DOI:10.1089/soro.2022.0235
Yiduo Yang, Mengjiao Li, Erdong Chen, Weilei Mu, Rong Yin
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Abstract

Increasing interests have been directed toward the exploitation of origami techniques in developing biomimetic soft robots. There is a need for effective design solutions to exploit the properties of origami structure with simplified assembly and improved robotic mobility. In this study, inspired by human long-standing jumps, we present a soft electrostatically driven legged accordion fold actuator made by turning a flat paper into hollow polyhedron structure with a spring like rear and capable of electrostatic pad-assisted steering and carrying loads. Without the need for integration of external actuators, the actuator is composed of the electrostatic origami actuator itself supported by a single-fold leg with fast response, easy fabrication process, and low cost. Initiated by periodic deformation around the folding hinges caused by alternating current voltage and ground reaction forces, the actuators exhibit a unique jump-slide movement outperforming other existing soft electrostatic actuators/robots in terms of relative speed. We examined the effect of different geometric and external factors on the relative speed and highlighted the significance of body scale and short-edge panels as the elastic elements, as well as operating at resonance frequency in producing effective performances. Theoretical locomotion models and finite element analysis were carried out to interpret the working principle and validate experimental results.

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受生物启发的软静电手风琴折叠执行器。
人们越来越关注利用折纸技术开发仿生软体机器人。我们需要有效的设计方案来利用折纸结构的特性,简化组装并提高机器人的机动性。在这项研究中,受人类长期跳跃的启发,我们提出了一种由静电驱动的软腿风琴折叠致动器,它是通过将一张平纸变成具有类似弹簧后部的中空多面体结构而制成的,能够在静电垫辅助下转向和承载负荷。该执行器无需集成外部执行器,由单折腿支撑的静电折纸执行器本身组成,具有响应速度快、制造工艺简单、成本低等特点。通过交变电流电压和地面反作用力引起的折叠铰链周围的周期性形变,致动器表现出独特的跳跃-滑动运动,在相对速度方面优于其他现有的软静电致动器/机器人。我们研究了不同的几何和外部因素对相对速度的影响,并强调了作为弹性元件的身体尺度和短边板以及在共振频率下工作对产生有效性能的重要性。为解释工作原理和验证实验结果,还进行了理论运动模型和有限元分析。
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