首页> 外文期刊>Mathematical Problems in Engineering: Theory, Methods and Applications >Synchronization of Two Eccentric Rotors Driven by One Motor with Two Flexible Couplings in a Spatial Vibration System
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Synchronization of Two Eccentric Rotors Driven by One Motor with Two Flexible Couplings in a Spatial Vibration System

机译:两个电动机驱动的两个偏心转子的同步,其两个柔性联轴器在空间振动系统中

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A dynamic model of a vibration system, in which eccentric rotors are driven by one motor with two flexible couplings, is developed in this study. The Lagrange equation is used to analyze the dynamic behavior of the vibration system. Synchronization theory and its motion law are investigated using Hamilton’s principle, and the validity of the theory is proven through numerical simulation and experimentation. Results show that the system has two synchronous motions, namely, 0 and π phases. When the torsional stiffness difference between two flexible couplings on both sides of the motor or the resistance moment difference between two eccentric rotors increases, the eccentric rotors maintain the synchronization and stability of the vibration system by adjusting its phase difference. Synchronization theory and the analysis method of the flexible-drive vibration system are extended in this study. Moreover, the synchronous motion law of the vibration system based on bilateral flexible drive by one motor is revealed to provide guidance for the development of high-performance vibrating machines.
机译:在本研究中开发了一种振动系统的动态模型,其中偏心转子由一个具有两个柔性联轴器的电动机驱动。拉格朗日方程用于分析振动系统的动态行为。使用汉密尔顿原则研究了同步理论及其运动法,通过数值模拟和实验证明了该理论的有效性。结果表明,该系统具有两个同步运动,即0和π相。当电动机两侧的两个柔性联轴器之间的扭转刚度差或两个偏心转子之间的电阻时段差之间时,偏心转子通过调整其相位差来保持振动系统的同步和稳定性。该研究延长了同步理论和柔性驱动振动系统的分析方法。此外,揭示了一种基于一个电动机的双边柔性驱动器的振动系统的同步运动规律,为高性能振动机的开发提供了指导。

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