运动学
机制(生物学)
计算机科学
平面的
折叠(DSP实现)
代表(政治)
运动学图
机构设计
接头(建筑物)
顺应机制
联锁
运动链
拱门
机械工程
工程制图
工程类
结构工程
计算机图形学(图像)
物理
有限元法
数学
经典力学
数理经济学
法学
量子力学
政治学
政治
作者
Brian G. Winder,Spencer P. Magleby,Larry L. Howell
标识
DOI:10.1115/detc2007-35505
摘要
Pop-up paper mechanisms use techniques very similar to the well-studied paper folding techniques of origami. However, popups differ in both the manner of construction and the target uses, warranting further study. This paper outlines the use of planar and spherical kinematics to model commonly used pop-up paper mechanisms. A survey of common joint types is given, including folds, interlocking slots, bends, pivots, sliders and rotating sliders. Also included is an overview of common onepiece and layered mechanisms, including single-slit, double-slit, V-fold, tent, tube strap and arch mechanisms. Each mechanism or joint is described using a kinematic or compliant mechanism representation. In addition, it is shown that more complex mechanisms may be created by combining simple mechanisms in various ways. The principles presented are applied to the creation of new pop-up joints and mechanisms. The new mechanisms employ both spherical and spatial kinematic chains. Various other applications are also mentioned which could benefit from the use of pop-up mechanism principles. Possible applications include deployable structures, packaging and instruments for minimally invasive surgery.
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