张拉整体
刚度
机器人
曲率
有限元法
机器人学
结构工程
模拟
人工智能
计算机科学
工程类
几何学
数学
作者
Jie Zhang,Bo Wang,Haohan Chen,Jianing Bai,Zhigang Wu,Ji Liu,Haijun Peng,Jianing Wu
标识
DOI:10.1002/admt.202201616
摘要
Abstract Continuum robots offer significant advantages over traditional ones in some specific scenarios, such as urban search and rescue, minimally invasive surgery, and inspection of cluttered environments. However, motions and/or operations of existing continuum robots always suffer from those limitations in varying curvature interaction scenarios because of the homogeneity and singleness of the structural stiffness. Herein, inspired by the mechanism of an elephant trunk for regulating local stiffness, a three‐segment continuum robot constructed by tensegrity structure, which relies on a stiffness tunable material, with its Young's modulus switchable between 1.79 and 271.62 MPa to achieve the robotic stiffness programmable characteristics, is proposed. For predicting the robotic configuration with varying stiffness distribution, a mechanical model based on the framework of the finite element method is derived. Theoretical predictions reveal that the curvature of each segment can be regulated by programming stiffness of the smart materials; therefore, the customizable design can offer an effective route for real‐time robotic interactions. By evaluating motion characteristics, stiffness performance, and conformal interaction capability, the experimental results demonstrate that the robot can freely regulate the configuration on‐demand, which may provide a foundation for the application of continuum robots with programmable stiffness for interacting with unstructured environments.
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