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Design and simulation for a one-degree-of-freedom-based rectangular path generating mechanism using an ellipse

机译:使用椭圆的自由度基于自由度的矩形路径产生机制的设计和仿真

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摘要

Conventional rectangular path generating mechanisms can not avoid structural complexity due to the large number of components and high degree of freedom. Therefore, the authors present a simplified rectangular path generating mechanism using an ellipse. The mechanism not only consists of much fewer components than conventional mechanisms, but also has one degree of freedom. In the design procedure, a reverse kinematic design is implemented, and a theoretical analysis of the displacement, velocity and acceleration is conducted to validate the superiority of this mechanism. In particular, this paper highlights the low acceleration values at the contact points between the ellipse and the frame. This is noteworthy since acceleration is directly correlated with impulsive forces that induce early malfunctions, low stability and wear in devices using such mechanisms. In addition, this paper discusses achieving optimal eccentricity to have the lowest acceleration at the corners. Lastly, a dynamics analysis for two cases-a mechanism with a perfect circle and a mechanism with an ellipse-is carried out using dynamic analysis software to investigate real reaction force at the corners. Conclusively, the novelty of the mechanism using an ellipse is validated through the kinematics and dynamics analyses.
机译:传统的矩形路径产生机构不能避免由于大量组件和高自由度而导致的结构复杂性。因此,作者呈现了一种使用椭圆的简化的矩形路径生成机构。该机制不仅包括比传统机制更少的组件,而且还具有一种自由度。在设计过程中,实施了反向运动设计,并进行了对位移,速度和加速度的理论分析以验证该机制的优越性。特别是,本文突出显示椭圆和框架之间的接触点处的低加速度值。这是值得注意的,因为加速与使用这种机制诱导早期发生故障,低稳定性和磨损的脉冲力直接相关。此外,本文讨论了实现最佳的偏心率,以在角落处具有最低的加速度。最后,使用动态分析软件进行两种情况的动力学分析 - 一种具有完美圆圈的机制和具有椭圆形的机制,以研究角落的实际反作用力。最后,通过运动学和动力学分析验证使用椭圆的机制的新颖性。

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