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Nonlinear Vibration Analysis of an Unbalanced Flexible Rotor Supported By Ball Bearings with Radial Internal Clearance

机译:径向内部游隙球轴承支撑的不平衡柔性转子的非线性振动分析

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In the present work, the nonlinear dynamic response of an unbalanced horizontal flexible rotor supported by deep groove ball bearing is studied. Nonlinearity effects in rolling element bearings arise from Hertzian contact force deformation relationship and clearance between rolling elements and races. The system is bi-periodically excited due to varying compliance of ball bearing and rotating unbalance. The flexible rotor bearing system is modeled by finite element method, taking into account the gyroscopic moments, rotary inertia, shear deformation, proportional damping, nonlinear stiffness and radial internal clearance of ball bearing. The implicit type numerical time integration scheme Newmark-β and Newton-Raphson methods are used to numerically solve the nonlinear equations of motion. The mathematical model is validated for the natural frequencies of the flexible shaft and whirl frequencies. On account of variation in the ball bearing stiffness, the variation in natural frequencies of the rotor ball bearing system is estimated. The influence of ball bearingnonlinearity on dynamic behavior is analyzed by time histories of steady state response, phase portraits and power spectra. Effect of radial internal clearance and varying compliance on the unbalance response of flexible rotor is studied in detail.
机译:在目前的工作中,研究了深沟球轴承支承的不平衡水平挠性转子的非线性动力响应。滚动轴承中的非线性效应是由赫兹接触力的变形关系以及滚动元件与座圈之间的间隙引起的。由于球轴承的柔度变化和旋转不平衡,该系统被双周期激励。柔性转子轴承系统是通过有限元方法建模的,其中考虑了陀螺力矩,旋转惯性,剪切变形,比例阻尼,非线性刚度和球轴承的径向内部游隙。隐式数值时间积分方案Newmark-β和Newton-Raphson方法用于数值求解非线性运动方程。针对挠性轴的固有频率和旋转频率对数学模型进行了验证。考虑到球轴承刚度的变化,估算了转子球轴承系统固有频率的变化。滚珠轴承的影响 通过稳态响应的时间历史,相位肖像和功率谱分析动态行为的非线性。详细研究了径向内部游隙和柔性变化对柔性转子不平衡响应的影响。

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