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考虑外力约束的软增强弯曲致动器的静态建模

Static Modeling of Soft Reinforced Bending Actuator Considering External Force Constraints.

作者信息

Namdar Ghalati Mohammad Hadi, Ghafarirad Hamed, Suratgar Amir Abolfazl, Zareinejad Mohammad, Ahmadi-Pajouh Mohammad Ali

机构信息

Department of Mechanical Engineering and Amirkabir University of Technology, Tehran, Iran.

Department of Electrical Engineering, Amirkabir University of Technology, Tehran, Iran.

出版信息

Soft Robot. 2022 Aug;9(4):776-787. doi: 10.1089/soro.2021.0010. Epub 2021 Sep 27.

Abstract

Soft robots are utilized in various operations such as rehabilitation, manipulation, and locomotion. These robots are sometimes excited by means of rubber based bending actuators, which are highly nonlinear and hyperelastic. In addition, in contrast to robots with rigid links and common actuators, continuous deformation of soft bending actuators in the presence of external forces makes the modeling more complicated. Thus, introducing a proper mathematical framework that accurately describes mechanical behavior of these actuators is still a challenge. In this research study, an analytical static model based on the Neo-Hookean material model is proposed. By resorting to the proposed model, a nonlinear relation between the actuator shape and inlet actuation pressure is extracted. Next, by means of the Euler-Bernoulli beam theory, the effect of external forces on the actuator configuration is investigated. Finally, experimental results are presented to validate the proposed theoretical model. In this regard, first, the actuator nonlinear behavior in a free motion is appropriately verified. Then, the actuator configuration, in the presence of two conventional external forces, called following and fixed direction, is analyzed.

摘要

软机器人被应用于各种操作中,如康复、操作和移动。这些机器人有时通过基于橡胶的弯曲致动器来驱动,这种致动器具有高度非线性和超弹性。此外,与具有刚性连杆和普通致动器的机器人不同,软弯曲致动器在存在外力的情况下的连续变形使得建模更加复杂。因此,引入一个能准确描述这些致动器力学行为的合适数学框架仍然是一个挑战。在本研究中,提出了一种基于新胡克材料模型的解析静态模型。借助所提出的模型,提取了致动器形状与入口驱动压力之间的非线性关系。接下来,通过欧拉-伯努利梁理论,研究了外力对致动器构型的影响。最后,给出实验结果以验证所提出的理论模型。在这方面,首先,适当地验证了致动器在自由运动中的非线性行为。然后,分析了在两种传统外力(即跟随力和固定方向力)作用下致动器的构型。

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