摘要
建立多激振器振动系统模型,分析得出激振器同步及其稳定性条件。考虑相关因素,利用平均积分法,讨论了多激振器振动系统实现自同步的条件;利用Lyapunov法,得出振动系统工作时的稳定性判据。多转子振动系统自同步过程中,是对输入的能量进行了重新分配,若转子超前或滞后,振动力矩作为相应的负载或驱动力加载到其转子电机上。该结论对自同步机的研究和设计有一定的指导意义。
The model of vibrating system with multi-exciters is established, in which relative parameters are taken into consideration. The results show that the system would maintain self-synchronous for the synchronous equation set has real solution. The system would be stable for all the roots of the stability equation,which is the Jacobi matrix of the synchronous equation set,have negative real parts. In fact,the self-synchronization of the system does not change the total energy balance in the system, and only redistributes the input energy. When the rotor of one exciter is ahead or lag, the vibrating torque acting on the rotor which generated by the system plays as an additional load or driving moment for the motor of the rotor. This conclusion has certain guiding significance to the design and research of the selfsynchronous machine.
出处
《有色金属（选矿部分）》
CAS
北大核心
2015年第2期75-78,87,共5页
Nonferrous Metals（Mineral Processing Section）
基金
国家国际科技合作专项资助(2013DFR70680)
关键词
自同步
振动同步
稳定性
动力学耦合
多转子振动系统
self-synchronization
vibration synchronization
stability
dynamics coupling
vibrating system with multi-exciters
作者简介
王晓波（1989-），男，安徽巢湖人，硕士，研究方向为振动破碎设备。
