Analysis and synthesis Peaucellier mechanism

J. Calderón, I. Juarez, J. Anzurez, D. Núñez, L. Márquez
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引用次数: 1

Abstract

A straight line motion is a common application in engineering design and manufacture. The Peaucellier mechanism generates exact straight lines, meeting some restrictions among their links dimensions and the input angle. The mechanism has eight links, but due to those initial restrictions, only requires to find relations among three of its eight links and rotation angle. This paper explains the process employed to find those relations using mechanism singular configurations, used to determine its links operational ranges, maximum displacement and rotation angle. Firstly, two computer programs were developed taking in account the equations obtained from the kinematic analysis. One of them simulates the mechanism motion and the other one locates every point on the straight line. Secondly, all data are analyzed and tested ensuring that the mechanism works within its limits. Simultaneously, another kinematic analysis was made to find the relationship between the maximum displacement and the link lengths for a particular case.
波塞利机构的分析与综合
直线运动是工程设计和制造中常见的应用。波塞利机构产生精确的直线,满足它们的连杆尺寸和输入角之间的一些限制。该机构有八个连杆,但由于这些初始限制,只需要找出八个连杆中三个连杆与旋转角度之间的关系。本文阐述了利用机构奇异构型求出这些关系的过程,用于确定机构连杆的工作范围、最大位移和旋转角度。首先,根据运动学分析得到的方程,编制了两个计算机程序。其中一个模拟机构运动,另一个定位直线上的每个点。其次,对所有数据进行分析和测试,确保该机制在其限制范围内工作。同时,针对具体情况,进行了另一种运动学分析,找出了最大位移与连杆长度之间的关系。
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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