在规定传动功能的基础上合成五连杆机构

V. Handra-Luca
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引用次数: 0

摘要

本文在给定零阶、一阶和二阶传递函数[2]的情况下,综合了具有最大可能关联相对位置数[1]的五连杆机构。复数法与牛顿的逐次逼近法结合使用。结果表明,当两个驱动元件角速度相同或一个驱动元件和一个被驱动元件在规定位置角速度相同时,五连杆机构相当于图2和图3所示类型的四杆机构。本文开发的方法允许设计一个五连杆机构,通过使用四杆连杆机构,可以获得比五个可能的更多的相关相对位置。研究结果适用于汽车和自动化行业。
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Synthesis of a five-link mechanism on the basis of prescribed transmission functions

This paper synthesizes the five-link mechanism for the maximum possible number of associated relative positions[1] when the transmission functions of the zero, first and second orders are given[2]. The complex number approach is used together with Newton's method of successive approximations. It is shown that when two driving elements have the same angular speed or when a driving and a driven element have the same angular speed in prescribed positions, the five-link mechanism is equivalent to a four-bar linkage of the type shown in Figs. 2 and 3. The method developed in this paper permits the design of a five-link mechanism for a greater number of associated relative positions than the five possible through the use of the four-bar linkage mechanism. The results are applicable i in the automotive and automation industries.

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