应用于机车机器人的球形张弦结构的寻形与评估

Meijia Wang, Yafeng Wang, Xian Xu
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引用次数: 0

摘要

张拉整体式机器人是一种利用张拉整体原理工作的机车机器人,它可以通过调整内部预应力来改变自己的形状。基于张拉应力的机器人可根据其形状分为不同类型,其中球形张拉应力机器人最受关注。然而,现有的球形张拉格状机器人设计往往相对简单,缺乏评估其性能的标准化标准。本文提出了一种使用力密度法的优化方法,用于设计新的球形规则张拉整体构型。这是通过对结构的拓扑和配置进行参数化,同时考虑到结构对称性和内力的均匀分布来实现的。所提出的方法不仅能生成经典的张弦结构,还能生成适用于机车机器人的新型结构。为了初步评估经典张拉结构和新型张拉结构是否适合用作滚动机器人,提出了一套性能指标,包括内部空间、紧凑性、预应力均匀性、步态重复性、倾斜稳定比、步长和路径效率。所提出的指标可根据张弦结构的几何形状快速确定,因此有助于从概念上选择用于滚动机器人的球形张弦结构。这些指标被用于评估一组六个球形张拉实体。通过数值模拟验证了基于几何的步态近似指数的可行性。通过评估,一种由 15 根支柱和 60 根腱子组成的新型球形张力结构被确定为滚动机器人的理想候选结构。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Form-finding and evaluation of spherical tensegrity towards applying in locomotive robots
A tensegrity-based robot is a locomotive robot that operates on the principle of tensegrity, allowing it to change its shape by adjusting its internal prestress. Tensegrity-based robots can be categorized into different types based on their shape, with the spherical tensegrity-based robot garnering the most attention. However, existing designs for spherical tensegrity-based robots tend to be relatively simple and lack standardized criteria for evaluating their performance. This paper proposes an optimization approach using the force density method to design new spherical regular tensegrity configurations. This is achieved by parameterizing the topology and configuration of the structure, taking into account structural symmetry and the even distribution of internal forces. The proposed approach not only generates classical tensegrities but also novel configurations suitable for locomotive robots. To preliminary evaluate the suitability of classical tensegrities and novel tensegrities to be used as a rolling robot, a set of performance indexes including inner space, compactability, prestress evenness, gait repeatability, tilt stability ratio, stride length, and path efficiency are proposed. The proposed indexes can be quickly determined based on the geometry of the tensegrity and thus are useful in the conceptual selection of the spherical tensegrities for rolling robots. They are used to evaluate a set of six spherical tensegrities. Numerical simulations are carried out to verify the feasibility of geometry-based approximating the gait-dependent indexes. Through the evaluation, a novel spherical tensegrity consisting of 15 struts and 60 tendons is identified as a promising candidate for rolling robots.
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