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Research on Torsional Dynamic Model and Rigidity Excitation of Cycloid Ball Planetary Transmission System

机译:摆线球行星传动系统扭转动态模型及刚性激励研究

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A torsional dynamic model of the cycloid ball planetary transmission system is established with considering the direction changing of engagement force and the multi-balls engagement in transmission process. By analyzing the position relationships of each engagement force and the displacement relationships of each component, the governing differential equations of system as well as the dimensionless equivalent engagement rigidities of each transmission disc are derived, and the frequency spectrum of the engagement rigidity excitation is present. The results show that the cycloid ball planetary transmission system is a parametric vibration system. The engagement rigidity excitation between the center disc and the planetary disc is a periodic and time-variant function, and the high-order harmonic components are included in the frequency spectrum.
机译:考虑到接合力的方向和传动过程中的多球接合,建立了摆线球行星行星传动系统的扭转动态模型。通过分析每个组分的每个接合力和位移关系的位置关系,导出系统的控制微分方程以及每个传输盘的无量值相邻刚性,并且存在接合刚度激励的频谱。结果表明,摆线球行星传动系统是参数振动系统。中心盘和行星盘之间的接合刚度激励是周期性和时变函数,并且高阶谐波分量包括在频谱中。

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