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首页> 外文期刊>Proceedings of the institution of mechanical engineers >Design and optimization of CAM connecting rod system in high-speed drives based on dynamic characteristics and mathematical model
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Design and optimization of CAM connecting rod system in high-speed drives based on dynamic characteristics and mathematical model

机译:基于动态特性和数学模型的高速传动CAM连杆系统设计与优化

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摘要

To explore the cause of structure vibration, this study aims to propose a kinematic equation and analyze its movement in relation to cam linkage mechanism for a jacketing machine and shearing mechanism. Finite element method is adopted to construct the kinetic model of linkage subsystem of shearing mechanism. This method can solve the inability of the shearing mechanism to accurately complete the shearing actions of the rubber hose during large vibration of the mechanism. Lumped parameter method is adopted to establish the kinetic model of the cam roller subsystem, and Newmark method is used to solve the kinetic equation of the shearing mechanism. The optimal parameters of the linking rod, cam profile, and shaking force and shaking moment of the mechanism at different rotation speeds are analyzed. Results show that rotation speed and cam profile are factors affecting the performance of the mechanism. The shaking force (shaking moment) is the main cause of the vibration of the mechanism on the rack. As such, the shaking force and shaking moment of the mechanism are selected as the objective functions of the optimization model. The node parameters of B-spline curve movement law and cross-section parameters of the linking rod are used as variables for the optimal design of the cam linkage system. Finally, the obtained optimal value is x=[0.33 0.2 0.54 0.62 8.7 3.0 7.8 16.3](T).
机译:为了探究结构振动的原因,本研究旨在提出一个运动方程,并分析其运动与外套机的凸轮连杆机构和剪切机构的关系。采用有限元方法建立了剪切机构连杆子系统的动力学模型。该方法可以解决剪切机构在较大振动的情况下不能准确完成橡胶软管的剪切动作的问题。采用集总参数法建立凸轮滚子子系统的动力学模型,采用Newmark法求解剪切机构的动力学方程。分析了不同转速下连杆的最佳参数,凸轮轮廓以及机构的摇动力和摇动力矩。结果表明,转速和凸轮轮廓是影响机构性能的因素。振动力(振动力矩)是机架上机械装置振动的主要原因。这样,将机构的振动力和振动力矩选择为优化模型的目标函数。 B样条曲线运动规律的节点参数和连杆的横截面参数被用作变量,以进行凸轮连杆系统的优化设计。最后,获得的最佳值是x = [0.33 0.2 0.54 0.62 8.7 3.0 7.8 16.3](T)。

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