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DESIGN OF HARMONIC MOTION GENERATING RSSR FOUR BAR MECHANISMS FOR HIGH SPEED APPLICATION

机译:高速应用中谐波产生RSSR四杆机构的设计

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摘要

Consideration of a mechanism for high-speed application inevitably poses certain kinematic design requirements that can be cast as a function generation synthesis problem involving the entire motion cycle of the mechanism. This paper addresses such application of RSSR four bar mechanisms for high-speed application. It employs a perturbational kinematic analysis of the mechanism to obtain approximate equations relating the follower and input angular displacements. The follower angular motion is derived, approximately, as a linear combination of two simple harmonic functions, in terms of the first and second harmonics of the crank angle. Albeit the exact mathematical description relating the input and output links exists it is not conducive to a kinematic design for dynamic performance. In contrast the approximate equations derived in this paper enable function generation of RSSR four bar mechanisms in which the higher harmonics of the input link are minimized. This utility of the approximate equations are demonstrated through several mechanism design examples.
机译:对用于高速应用的机构的考虑不可避免地提出了某些运动学设计要求,这些要求可以解释为涉及该机构整个运动周期的函数生成综合问题。本文针对RSSR在四杆机构中的这种应用进行高速应用。它对该机构进行了微扰运动学分析,以获得与从动件和输入角位移有关的近似方程。从动角运动大约是曲柄角的一次谐波和二次谐波作为两个简单谐波函数的线性组合而得出的。尽管存在与输入和输出链接有关的精确数学描述,但不利于动态性能的运动学设计。相比之下,本文得出的近似方程式可以生成RSSR四杆机制的函数,其中输入链路的高次谐波被最小化。通过几个机理设计实例证明了近似方程的实用性。

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