非平面截面锥形折纸管

Weilin Lv, Wansui Nie, Jianjun Zhang, Yutong Wang, Shijie Guo
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引用次数: 0

摘要

刚性可折叠折纸管广泛应用于折纸启发的工程设计中。在这里,我们利用一种机制构造过程,展示了这些管子可以与锥形添加部件相结合,形成具有不同尺寸横截面的可刚性折叠的新管子。我们根据球形 4R 连杆的运动学原理提出了一种锥形管。提出了锥形管的几种变体,并对这些管子的平面可折叠性进行了研究,从而得出了可沿径向折叠的直角管和非直角管。这种方法既适用于单层管,也适用于多层管。此外,我们还开发了直角管的厚板形式。我们的研究成果为设计人员提供了极大的灵活性,使他们能够设计出需要较大形状变化的管状结构。我们的研究成果可随时用于建造新结构,以满足从可部署结构、元材料到折纸机器人等各种工程应用的需要。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Tapered origami tubes with non-planar cross-sections
Rigidly foldable origami tubes are widely used in origami-inspired engineering designs. Here, using a mechanism construction process, we show that these tubes can be combined with tapered adding parts to form new tubes with different-sized cross sections that are rigidly foldable. A tapered tube is proposed, whose geometries is provided based on the kinematics of spherical 4R linkages. Several variations of the tapered tubes are presented, and the flat-foldability of these tubes are studied, leading to the right-angled and non-right-angled tubes which can be folded along their radial direction. The approach can be applied to both single and multilayered tubes. Moreover, the thick-panel form of the right-angled tubes is developed. Our work provides designers great flexibility in the design of tubular structures that require large shape change. The results can be readily utilized to build new structures for engineering applications ranging from deployable structures, meta-materials to origami robots.
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