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Reexamination of Ball-Race Conformity Effects on Ball Bearing Life

机译:球面一致性对球轴承寿命的重新检验

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G. Lundberg and A. Palmgren, in 1947, established the primary relation between rolling-element bearing geometry and bearing life. Their analysis of ball and roller bearings did not consider the life of the bearings set of rolling elements independent of race life. The analysis in this report considers the life of the ball set as well as the respective lives of the races to reassess the effect of ball-race conformity on ball bearing life. The related changes in ball bearing life are incorporated in life factors that can be used to modify the bearing predicted life using the Lundberg-Palmgren equations and the ANSI/ABMA and ISO Standards. Two simple algebraic relationships were established to calculate life factors LF_c to determine the effect of inner- and outer-race conformity combinations on bearing L_(10) life for deep-groove and angular-contact ball bearings, respectively. Depending on the bearing type and series as well as conformity combinations, the calculated life for deep-groove ball bearings can be over 40 percent less than that calculated by the Lundberg-Palmgren equations. For angular-contact ball bearings, the life can vary between +16 and -39% from that calculated by the Lundberg-Palmgren equations. Comparing the two ball bearing types, the life factors LF_c for the deep-groove bearings can be as much as 40% lower than that for angular-contact ball bearings. The use of a fatigue limit from either the program ASMELIFE or the proposed ISO 281:2006 standard can significantly overpredict bearing life over a range of normal operating Hertz stresses, which can result in the selection of undersized bearings for a particular application.
机译:G. Lundberg和A. Palmgren在1947年建立了滚动轴承几何形状与轴承寿命之间的主要关系。他们对球和滚子轴承的分析没有考虑与滚动寿命无关的一组滚动轴承的寿命。本报告中的分析考虑了球组的寿命以及比赛的各自寿命,以重新评估球-种族一致性对球轴承寿命的影响。滚珠轴承寿命的相关变化已纳入寿命因子中,可以使用Lundberg-Palmgren公式以及ANSI / ABMA和ISO标准来修改轴承的预测寿命。建立了两个简单的代数关系,以计算寿命因子LF_c,分别确定深沟和角接触球轴承的内圈和外圈一致性组合对轴承L_(10)寿命的影响。根据轴承类型和系列以及合格组合的不同,深沟球轴承的计算寿命可能比Lundberg-Palmgren方程所计算的寿命短40%以上。对于角接触球轴承,其寿命可能比Lundberg-Palmgren方程计算的寿命高出+ 16%至-39%。比较这两种球轴承,深沟球轴承的寿命因数LF_c可以比角接触球轴承低40%。使用ASMELIFE程序或建议的ISO 281:2006标准中的疲劳极限可能会严重预测正常工作赫兹应力范围内的轴承寿命,这可能会导致为特定应用选择尺寸偏小的轴承。

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