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KINEMATIC ANALYSIS OF CONGRUENT MULTILAYER TESSELLATIONS

机译:一致性多层曲面细分的运动学分析

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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:刚性可折叠的折纸曲面细分表现出有趣的运动性质。几种曲面细分类型(最突出的Miura-Ori)已经示出了航空航天和一般轻质结构的技术应用。除了静止(例如,夹层组件的核心结构)和单层运动(例如可部署)应用,新的可能性来自几层曲面细分的组合,具有一致运动学。本文介绍了通过一致,兼容的运动保持刚性可折叠的多层或堆叠的全球平面曲线的运动学的分析描述。

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