1. Dynamic modeling considering time-varying contact pairs and parameterized defects of deep groove ball bearings for its vibration characteristic analysis.
- Author
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Shi, Juanjuan, Yu, Yihao, Jiang, Xingxing, Li, Chuan, Shen, Changqing, Huang, Weiguo, and Zhu, Zhongkui
- Abstract
Bearing vibration characteristic analysis based on dynamic analytical model is of importance for identifying faults of bearing in mechanical systems. However, on one hand, the relationship between the raceway-ball contact pairs in bearing dynamic models are often considered as a simplified cascade; on the other hand, the evolving law of bearing fault characteristics of the early fault (wear) and severe fault (pitting) has not been fully revealed, which confines the development of bearing fault feature extraction and severity assessment methods. This paper, therefore, constructs a dynamic analytical model considering time-varying contact pairs and parameterized defects of deep groove ball bearings (DGBB) to illustrate the dynamic vibration characteristics of DGBB under different health conditions. The degrees of freedom of balls and flexible cage, multi-parameter defect excitation, mixed-elastohydrodynamic lubrication (mix-EHL), and relative slippage are all considered in the proposed model. Positions of multiple rigid bodies and contact points are dynamically expressed by coordinate systems, from which system physical parameters and geometrical relationship can be obtained. The bearing early and severe fault excitations are described by multi-parameters. The early fault which is embodied as surface roughness yields the indirect displacement excitation and the severe fault yields the direct displacement excitation. The surface roughness and indirect displacement excitation affect the mix-EHL, the radial force and friction force of contact pairs, thereby affecting the vibration response of DGBB. The evolving mechanism analysis of bearing fault characteristics are then revealed based on the established dynamic model, indicating the coupling and nonlinear relationship between the characteristic frequency amplitude and the fault severity of DGBB. [ABSTRACT FROM AUTHOR]
- Published
- 2024
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