Continuum concentric push–pull robots: A Cosserat rod model

Matthias Tummers, Frédéric Boyer, Vincent Lebastard, Alexis Offermann, Jocelyne Troccaz, Benoît Rosa, M. Taha Chikhaoui
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Abstract

Various approaches and structures emerged recently to design continuum robots. One of the most promising designs regards a new concept of continuum concentric push–pull robots (CPPRs) that have the characteristic of combining several key advantages of tendon actuated, multi-backbone, and concentric tube ones (direct curvature actuation, small outer/inner diameter ratio, free lumen, etc.). Geometrically-exact models of such recently introduced robots are yet to be developed to gain leverage of their full potential. This article extends beyond usual definitions of Cosserat rod theory in order to take into account this new type of continuum robots, constituted by sliding rods, in a shape of tubes whose cross-sections are neither uniform nor symmetrical along their entire length. The introduced model is capable of considering versatile design options, external loads, 3D deformations, an arbitrary number of tubes and profiles of the centroid lines, as well as a new actuation method consisting of an input rotation. Numerical simulations and experiments on CPPR prototypes validate our model.
连续同心推拉机器人:科塞拉特杆模型
最近出现了各种设计连续机器人的方法和结构。其中最有前途的设计之一是新概念的连续同心推拉机器人(CPPR),它的特点是结合了腱驱动、多骨干和同心管机器人的几个主要优点(直接曲率驱动、小外径/内径比、自由腔体等)。最近推出的这类机器人的精确几何模型尚待开发,以充分发挥其潜力。本文超越了 Cosserat 杆理论的常规定义,将这种由滑动杆构成的新型连续机器人纳入考虑范围,这些滑动杆呈管状,其横截面既不均匀,也不沿整个长度对称。引入的模型能够考虑多种设计方案、外部载荷、三维变形、任意数量的管子和中心线轮廓,以及由输入旋转组成的新驱动方法。在 CPPR 原型上进行的数值模拟和实验验证了我们的模型。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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