Study on Connecting Rod Curves Generated by Mechanisms with three Dyads of the Same Type

I. Popescu, L. Luca
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Abstract

We start from the kinematic scheme of a mechanism with three dyads, all of the RRR type connected in this way: the first dyad to the driving element R and to the base, the second dyad to the connecting rod of the first dyad in the mechanism and to its rocker, and the third at the connecting rods of the second dyad. This way of binding makes it possible to obtain more and more complex connecting rod curves. Analytical relations are written based on the closed – loops method.  We draw the connecting rod curves generated by the points of interest on this mechanism. Similarly, are studied the connecting rod curves drawn by a mechanism consisting of three RPP-type dyads and another mechanism with three RPR-type dyads. There were a lot of connecting rod curves of very different shapes, open curves because the mechanisms were not built so that the driving element could perform complete rotations (conditions like Grashof). These connecting rod curves can be used on packaging machines, at some toys and in other fields.
三对同型机构连杆曲线的研究
我们从一个有三个二分体的机构的运动方案开始,所有的RRR型都以这种方式连接:第一个二分体与驱动元件R和基座相连,第二个二分体与机构中第一个二分体的连杆及其摇杆相连,第三个二分体与第二分体的连杆相连。这种结合方式使得获得越来越复杂的连杆曲线成为可能。基于闭环法写出了解析关系式。我们绘制了由该机构上的兴趣点产生的连杆曲线。同样,研究了由三个rpp型双杆组成的机构和由三个rpr型双杆组成的机构所绘制的连杆曲线。有很多不同形状的连杆曲线,开放曲线,因为机构没有建立,使驱动元件可以执行完整的旋转(条件像Grashof)。这些连杆曲线可用于包装机,在一些玩具和其他领域。
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