Determination of Rolling-Element Fatigue Life From Computer Generated Bearing Tests

REFERENCES

• Zaretsky , E. V. ( 1992 ), STLE Life Factors for Rolling Bearings , STLE SP-34 , pp 1 – 45 pp 233 – 298
   Google Scholar
• Weibull , W. ( 1939 ), “ A Statistical Theory of the Strength of Materials ,” Ingeniors Etanskaps Akademien-Handlinger , 151.
   Google Scholar
• Weibull , W. ( 1939 ), “ The Phenomenon of Rupture on Solids ,” Ingeniors Vetenskaps Akademien , 153.
   Google Scholar
• Weibull , W. ( 1951 ), “ A Statistical Distribution Function of Wide Applicability ,” ASME Jour. of Applied Mechanics , 18 , 3 , pp 293 – 297
   Web of Science ®Google Scholar
• Lundberg , G. and Palmgren , A. ( 1947 ), “ Dynamic Capacity of Rolling Bearings ,” Acta Polytechnica , 1 , 3 , Stockholm.
   Google Scholar
• Zaretsky , E. V. , Poplawski , J. V . and Peters , S. M. ( 1996 ), “ Comparison of Life Theories for Rolling-Element Bearings ,” Trib. Trans. , 39 , 2 , pp 237 – 248 501–503.
   Web of Science ®Google Scholar
• Harris , T. A. ( 1995 ), “ Final Report-Establishment of a New Rolling Bearing Contact Life Calculation Method ,” U.S. Naval Air Warfare Center, Aircraft Division Trenton, Contract No. N68335–93-C-0111.
   Google Scholar
• Harris , T. A. and McCool , J. I. ( 1996 ), “ On the Accuracy of Rolling Bearing Fatigue Life Prediction ,” ASME Jour. of Trib. , 118 , 2 , pp 297 – 310
   Web of Science ®Google Scholar
• Zaretsky , E. V. , Poplawski , J. V. and Miller , C. R. ( 2001 ), “ Rolling Bearing Life Prediction-Past, Present and Future ,” in Proc. Int. Trib. Conf. Nagasaki, 2000, I, Japanese Society of Tribologist, Tokyo, Japan , pp 101 – 107
   Google Scholar
• Palmgren , A. ( 1945 ), Ball and Roller Bearing Engineering , SKF Industries, Inc. , Philadelphia , PA .
   Google Scholar
• Johnson , L. G. ( 1964 ), The Statistical Treatment of Fatigue Experiments , Elsevier Publishing Co. , Amsterdam .
   Google Scholar
• Palmgren , A. ( 1924 ), “ Die Lebensdauer von Kugellagem (The Service Life of Ball Bearings) ,” Zeitschrift des Vereines Deutscher Ingenieure , 68 , pp 339 – 341
   Google Scholar
• Zaretsky , E. V. ( 1998 ), “ A. Palmgren Revisited - A Basis for Bearing Life Prediction ,” Lubr. Eng. , 54 , 2 , pp 18 – 24
   Google Scholar
• Cohen , C. ( 1965 ), “ Maximum Likelihood Estimation in the Weibull Distribution Based on Complete and on Censored Samples ,” Technometrics , 7 , 4 , pp 579 – 588
   Web of Science ®Google Scholar
• Harter , L. and Moore , A. “ Maximum-Likelihood Estimation of the Parameters of Gamma and Weibull Populations from Complete and from Censored Samples ,” Technometrics , 7 , 4 , pp 639 – 643
   Google Scholar
• McCool , J. ( 1970 ), “ Inference on Weibull Percentiles and Shape Parameters from Maximum Likelihood Estimates ,” IEEE Trans. on Reliability , R-19 , 1 , pp 2 – 9
   Google Scholar
• McCool , J. ( 1992 ), “ Statistical Methods to Analyze Endurance ,” Rolling Bearing Analysis , 3rd Ed. , Harris , T. A. , Ed., John Wiley and Sons , NY .
   Google Scholar
• Houpert , L. ( 2003 ), “ An Engineering Approach to Confidence Intervals and Endurance Test Strategies ,” Trib. Trans. , 46 , 2 , pp 248 – 259
   Web of Science ®Google Scholar
• Poplawski , J. V. , Peters , S. M. and Zaretsky , E. V. ( 2001 ), “ Effect of Roller Profile on Cylindrical Roller Bearing Life Prediction-Part I: Comparison of Bearing Life Theories ,” Trib. Trans. , 44 , 3 , pp 339 – 350
   Web of Science ®Google Scholar
• Poplawski , J. V. , Peters , S. M. and Zaretsky , E. V. ( 2001 ), “ Effect of Roller Profile on Cylindrical Roller Bearing Life Prediction-Part II, Comparison of Roller Profiles ,” Trib. Trans. , 45 , 3 , pp 417 – 427
   Google Scholar