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Structural Synthesis and Geometry Analysis of Planetary Intermittent Motion Mechanisms with Elliptical Gears

机译:椭圆齿轮行星间歇运动机构的结构合成与几何分析

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Mechanisms with intermittent movement of the output link are widely used in drives of automatic and semiautomatic machines. Currently, the most widespread are the mechanisms of a permanent structure with one-way coupling (ratchet, anchor mechanisms) and mechanisms of a variable structure (Maltese mechanisms, star mechanisms, incomplete gears), however, they are characterized by high loads on the links due to impacts that occur at the beginning or end of the phase movement. The aim of this work is the structural synthesis of actuators, in which the rotational motion of the input link is converted into intermittent motion of the output link, while the kinematic chain does not open during the cycle of the mechanism. As a synthesis method, a structural mathematical model is used in the form of a system of equations that describes the relationship between the quantitative and qualitative composition of the links and kinematic pairs of the future mechanism, its mobility, the number of connections to the rack and other structural parameters. Based on the results of structural synthesis, planetary gear schemes with elliptical gears are constructed, which, with certain gear sizes, allow intermittent motion of the output shaft. A geometric analysis of the mechanisms with elliptical gears is carried out, as a result of which the principle of their action is shown, link position plans are constructed and the output shaft rotation angle functions are obtained. Since the motion with stops is carried out without breaking the kinematic chain, the developed mechanisms are more reliable and compact in comparison with existing analogues, and can be recommended for wide practical application. Possible structural designs of the synthesized mechanisms and examples of use as part of a conveyor and mixer drive with intermittent movement of the impeller are shown.
机译:具有输出链路间歇移动的机制广泛用于自动和半自动机器的驱动器中。目前,最广泛的是具有单向耦合(棘轮,锚机构)和可变结构(马耳他机制,星形机构,不完全齿轮)的机构的永久结构的机制,然而,它们的特征在于高负荷由于相位运动开始或结束时发生的影响而导致的链接。该工作的目的是致动器的结构合成,其中输入链路的旋转运动被转换为输出链路的间歇运动,而运动链在机构的循环期间不会打开。作为合成方法,结构数学模型以方程式的形式使用,所述方程式的形式描述了结束机制的链路和运动成对的定量和定性成对之间的关​​系,其移动性与机架的连接数量和其他结构参数。基于结构合成的结果,构造具有椭圆形齿轮的行星齿轮方案,其具有一定的齿轮尺寸,允许输出轴的间歇运动。执行具有椭圆齿轮的机构的几何分析,结果示出了其作用的原理,构造了连杆位置计划并且获得输出轴旋转角度功能。由于在不破坏运动链的情况下进行停止的运动,因此与现有类似物相比,开发机构更可靠,紧凑,并且可以推荐用于广泛的实际应用。示出了合成机构的可能结构设计和用作输送机和混合器驱动器的一部分具有叶轮的间歇运动的用途。

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