The compound rotor system of a mechanically rectified permanent magnet generator is the key structure to realize the rectification function.The dynamics of the compound rotor system under bidirectional input conditions are studied to analyze the vibration deformation degree of each component of the rotor system and to ensure the uni-form distribution of the shunt load of each planetary gear.In this paper,based on the theory of concentrated mass parameters,a dynamic model of the compound rotor system under the condition of bidirectional input is established.The model is solved with the Runge-Kutta numerical integration method.The dynamics of each component under the condition of bidirectional input are obtained.The results show that the oscillations of torsional displacement of each component of the compound rotor system are all about 25 μm,and the standard deviations of the meshing forces of each planetary shunt are all about 200 N during the two-way input,indicating that the vibration degree of the com-pound rotor system is similar;The load sharing coefficient of meshing forces decreases obviously with the increase of input torque and tends to be gentle when the torque reaches 500 N·m.Therefore,increasing the input torque can improve the dynamic meshing force and load sharing performance,so that the compound rotor system can obtain better dynamic performance under the bidirectional input condition.The research results are of great significance for the vibration and noise reduction and reliable operation of the permanent magnet generator.
关键词
机械整流/永磁发电机/复合转子系统/集中质量参数/动态特性
Key words
mechanical rectification/permanent magnet generator/compound rotor system/centralized mass pa-rameter/dynamic characteristics
维普
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