Dynamic modeling of angular contact ball bearings considering composite defects in inner and outer rings

LEI Chunli1, XUE Wei1, FAN Gaofeng2, WANG Yi1, WANG Feng1, LI Jianhua1

Journal of Vibration and Shock ›› 2024, Vol. 43 ›› Issue (14) : 275-283.

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Journal of Vibration and Shock ›› 2024, Vol. 43 ›› Issue (14) : 275-283.

Dynamic modeling of angular contact ball bearings considering composite defects in inner and outer rings

  • LEI Chunli1, XUE Wei1, FAN Gaofeng2, WANG Yi1, WANG Feng1, LI Jianhua1
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Abstract

To describe the vibration characteristics of angular contact ball bearings(ACBBs) with composite faults on inner and outer rings , a time-varying displacement excitation model of ACBBs with faults was established; Based on the nonlinear Hertz contact theory, a time-varying stiffness model for angular contact ball bearings was established; A dynamic calculation method for angular contact ball bearings considering composite faults on inner and outer rings was proposed, and the vibration response of composite fault bearings under different parameters and operating conditions were investigated. The results indicate that as the fault sizes and the bearing load increase, the vibration characteristic frequency of the composite fault bearing remains unchanged, but its amplitude increases; As the rotational speed of the bearing increases, the vibration characteristic frequency and amplitude of the bearing increase; The changes in the fault location will have a significant impact on the vibration characteristics of the bearing. The closer the fault location is to the load-bearing area, the greater the load on the bearing is, and the vibration characteristics are more obvious.

Key words

Angular contact ball bearing / Composite fault / Time-varying displacement excitation / Vibration characteristics

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LEI Chunli1, XUE Wei1, FAN Gaofeng2, WANG Yi1, WANG Feng1, LI Jianhua1. Dynamic modeling of angular contact ball bearings considering composite defects in inner and outer rings[J]. Journal of Vibration and Shock, 2024, 43(14): 275-283

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