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Home >>> News >>> gyroscopic moment plays a key role in a tapered roller bearing
gyroscopic moment plays a key role in a tapered roller bearing
Addname:State Key Laboratory of Tribology    Viewcount:99     Date:2013-09-28 04:40:56

Abstract
This paper investigates the effect of gyroscopic moment on the induction of damage of a tapered roller bearing. High speed and high load are the typical characteristics of nowadays express trains which rely heavily on the tapered roller bearings. However, the phenomena of damage, especially for the side damage, of rollers and ring raceways in tapered roller bearings cannot be neglected with the occurrence of super speed trains in China. It first presents the geometry of a tapered roller bearing and then discusses the angular speed relationship between the rotations around the axis of shaft and self-axes of rollers. Gyroscopic moment is then established with geometry parameters of the bearing and physical parameters of the rollers. Then the effect of gyroscopic moment of rollers is discussed and the criterion that the pose of the tapered rollers should not be affected by the gyroscopic moment is obtained for the first time. This new theoretical result offers a design criterion for high speed tapered roller bearings. Analysis indicates that the gyroscopic moment could not bring any direct damage to the rollers and raceways but it does provide the boundary conditions to induce the side damage of rollers and raceways when the parameters of a bearing are not properly designed.

Figures and tables from this article:

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Fig. 1. Assembly of tampered bearings on a shaft.

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Fig. 2. Sketch of a tapered roller bearing.

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Fig. 3. Displacement of any spatial rigid bodies.

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Fig. 4. Orientations of the tapered rollers at the horizontal plane.

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Fig. 5. Dynamic forces of a tapered roller bearing.

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Fig. 6. Critical angular speed of a roller with respect to the position angle ¦Ã.
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Fig. 7. Boundary conditions for the side damage.
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Fig. 8. Contact force between a tapered roller and the inner and outer ring raceways.

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Fig. 9. Simulation results for the contact stress on the inner and outer raceways.
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Fig. 10. Simulation of contact stress distribution when the tilted pose of the roller is kept on.

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Fig. 11. Simulation of contact stress when the roller turned back to its initial orientation.

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Fig. 12. Damages of tapered roller bearings.


 



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