摘要
基于Muszynska的理论,介绍了一种新的轴颈轴承转子振动的计算机仿真方法。转动过程中,轴颈轴承的转子依靠滑油油膜形成的油楔保持平衡,轴承受力可描述为旋转的弹簧阻尼系统。以轴心线为原点的复坐标系描述转子的运动,位置矢量的实部表示转子X方向的位移,虚部表示垂直方向的位移,即Y轴方向,运动方程为时间的复变量函数,方程参数亦为复数。描述了如何利用Simulink进行转子系统的计算机仿真,不同步干扰力的作用下转子运动的不稳定性及其振动模式。利用Simulink进行的转子系统的仿真进一步证实了Muszynska模型,仿真结果与具体的实验结果一致。
The paper deals with simulation of the rotor vibration in a journal bearing. The rotor is maintained in equilibrium during rotation by a fluid pressure wedge created by an oil film. These bearing forces can be modeled as a rotating spring and damper system. The rotor motion is described by complex coordinates of the rotor centerline. The real part of the position vector is a rotor displacement in the X - direction while the imaginary part is a displacement in the perpendicular direction, as we say in the Y - direction. The equation of motion is containing complex variables as a function of time. Equation parameters are complex quantities as well. The paper demonstrates how to solve such an equation using Simuling.
出处
《空军工程大学学报(自然科学版)》
CSCD
北大核心
2008年第5期80-85,共6页
Journal of Air Force Engineering University(Natural Science Edition)
基金
捷克国家基金资助项目(Czech Grant Agency No.101/07/1345)
关键词
轴颈轴承
非稳定性振动
系统仿真
journal bearing
instability vibration
system simulation