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KINEMATIC ANALYSIS OF CONGRUENT MULTILAYER TESSELLATIONS

机译:同层多层触觉的运动学分析

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Rigidly foldable origami tessellations exhibit interesting kinematic properties. Several tessellation types (most prominently Miura-ori) have shown potential for technical application in aerospace and general lightweight construction. In addition to static (e.g. as core structures for sandwich components) and single-layer kinematic (e.g. deployable) applications, new possibilities arise from the combination of several layers of tessellations with congruent kinematics. This paper presents an analytical description of the kinematics of multi-layered, or stacked, globally plane tessellations which retain rigid foldability by congruent, compatible movement.
机译:刚性可折叠折纸棋盘格显示出有趣的运动学特性。几种细分类型(最主要是Miura-ori)已显示出在航空航天和一般轻量结构中的技术应用潜力。除了静态的(例如,作为三明治部件的核心结构)和单层的运动学(例如,可展开的)应用之外,多层镶嵌和全等运动学的结合还产生了新的可能性。本文介绍了多层或堆叠的全局平面棋盘形运动学的解析描述,这些棋盘形运动通过一致,兼容的运动保持了刚性可折叠性。

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