Design of Four-, Six-, and Eight-Bar Linkages for Rectilinear Movement

Xueao Liu, J. Glabe, H. Wu, Chunjie Wang, J. McCarthy
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引用次数: 2

Abstract

This paper examines the results of synthesis algorithms for four-, six-, and eight-bar linkages for rectilinear movement. Rectilinear movement is useful for applications such as suspensions that provide linear movement with out a rotation component. The algorithm yields one four-bar, seven six-bar, and 32 eight-bar linkages. The synthesis strategy begins with a task guided by a multi-degree of freedom chain. The algorithm computes constraints to guide the required movement with one degree-of-freedom. Each computed design is analyzed to ensure smooth movement through the specified set of task positions. Finally, we identify the design that has the least variation from a pure rectilinear movement.
直线运动四杆、六杆和八杆机构的设计
本文研究了直线运动的四杆、六杆和八杆连杆的综合算法的结果。直线运动是有用的应用,如悬架,提供线性运动没有旋转组件。该算法产生1个4杆,7个6杆和32个8杆连杆。综合策略从一个由多自由度链引导的任务开始。该算法计算约束,以引导所需的一个自由度的运动。对每个计算设计进行分析,以确保在指定的任务位置组中顺利移动。最后,我们确定了与纯直线运动变化最小的设计。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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