Analysis of the inherent characteristics of a gearing system

Taking a gear transfer path as the object, a system transfer path model is established, and the kinetic equations are solved by the newmark-$\beta$ method. The effect of mass and stiffness on the system’s inherent properties is analyzed by solving the inherent system properties with mass and stiffness matrices to analyze the vibration of the transfer path to the object. The results show that the transfer path’s stiffness variation affects the variation of the system inherent frequency within 1%; the mass difference of the transfer path can avoid the resonance of the internal system; the vibration of the target object shows a periodic variation.