Development of an Optimum Design Methodology of Cylindrical Roller Bearings Using Genetic Algorithms

REFERENCES

• Asimow , M. 1966 . Introduction to Engineering Design , New York : McGraw Hill .
   Google Scholar
• Chakraborty , I. , Kumar , V. , Nair , S. B. and Tiwari , R. 2003 . Rolling Element Bearing Design through Genetic Algorithm . Engineering Optimization , vol. 35 ( 6 ) : 649 – 659 .
   Web of Science ®Google Scholar
• Changsen , W. 1991 . Analysis of Rolling Element Bearings , London : Mechanical Engineering Publications Ltd. .
   Google Scholar
• Chaturbhuj , N. , Nair , S. B. and Tiwari , R. Design Optimization for Tapered Roller Bearings Using|Genetic Algorithm . Proceedings of the International Conference on Artificial Intelligence, IC-AI1903 . June 23–26 2003 , Las Vegas, Nevada , USA. vol. 1 , pp. 421 – 427 . Athens : CSREA Press .
   Google Scholar
• Chaturvedi , D. , Deb , K. and Chakrabarty , S. K. Structural Optimization Using Real-coded Genetic Algorithms . Proceedings of the Symposium on Genetic Algorithms . March 1995 , Dehradun , India. pp. 73 – 82 . Dehradun , , India : Bishen Singh Mahendra Pal Singh .
   Google Scholar
• Deb , K. 1996 . Optimization for Engineering Design, Algorithms and Examples , New Delhi : Prentice-Hall of India Private Limited .
   Google Scholar
• Deb , K. 2000 . An Efficient Constraint Handling Method for Genetic Algorithms . Computer Methods in Applied Mechanics and Engineering , vol. 186 : 311 – 338 .
   Web of Science ®Google Scholar
• Deb , K. 2003 . Multi Objective Optimization for Engineering Design Algorithms , New Delhi : Prentice-Hall of India .
   Google Scholar
• Deb , K. and Agrawal , S. A Niched-penalty Approach for Constraint Handling in Genetic Algorithms . Proceedings of the International Conference on Artificial Neural Networks and Genetic Algorithms, (ICANNGA-99) . Portoroz , Slovenia . pp. 235 – 243 .
   Google Scholar
• Deb , K. , Pratap , A. , Agarwal , S. and Meyarivan , T. 2002 . A Fast and Elitist Multiobjective Genetic Algorithm . IEEE Transactions on Evolutionary Computations , vol. 6 ( 2 ) : 182 – 197 .
   Web of Science ®Google Scholar
• Eshelman , L. and Schaffer , J. D. 1993 . “ Real-coded Genetic Algorithms and Interval-schemata ” . In Foundations of Genetic Algorithms II , 187 – 202 . San Mateo , CA : Morgan Kaufmann .
   Google Scholar
• Goldberg , D. E. 1989 . Genetic Algorithms in Search, Optimization and Machine Learning , Reading , MA : Addison-Wesley .
   Google Scholar
• Shantanu , G. , Nair , S. B. and Tiwari , R. 2007 . Multi-objective Design Optimization of Rolling Bearings Using Genetic Algorithms . Mechanism and Machine Theory , vol. 42 : 1418 – 1443 .
   Web of Science ®Google Scholar
• Harris , T. A. 2000 . Rolling Bearing Analysis , New York : John Wiley .
   Google Scholar
• Hirani , H. , Athre , K. and Biswas , S. 2000 . Comprehensive Design Methodology for an Engine Journal Bearing . Proceedings of Institution of Mechanical Engineers Part J , vol. 214 : 401 – 412 .
   Web of Science ®Google Scholar
• Hoffmeister , F. and Sprave , J. Problem-independent Handling of Constraints by Use of Metric Penalty Functions . Proceedings of the Fifth Annual Conference on Evolutionary Programming . Edited by: Fogel , L. J. , Angeline , P. J. and Back , T. pp. 289 – 294 . San Diego , CA : MIT Press .
   Google Scholar
• Holland , J. H. 1965 . Adaptation in Natural and Artificial Systems , Ann Arbor , MI : University of Michigan Press .
   Google Scholar
• Horng , T. L. , Ju , S. H. and Cha , K. C. 2000 . A Deformation Formula for Circular Crowned Roller Compressed Between Two Flat Plates . Journal of Tribology , vol. 122 : 405 – 411 .
   Web of Science ®Google Scholar
• Maday , C. J. 1970 . The Maximum Principle Approach to the Optimum One-dimensional Journal Bearing . Transactions of ASME, Journal of Lubrication Technology , vol. 92 ( 2 ) : 482 – 489 .
   Google Scholar
• Michalewicz , Z. Genetic Algorithms, Numerical Optimization, and Constraints . Proceedings of the Sixth International Conference on Genetic Algorithms . Edited by: Eshelman , L. pp. 151 – 158 . San Mateo , CA : Morgan Kauman .
   Google Scholar
• Poplawski , V. , Zaretsky , V. and Peters , M. 2000 . Effect of Roller Profile on Cylindrical Roller Bearing Life Prediction Washington , DC NASA/TM -2000–210368
   Google Scholar
• Rao , B. R. and Tiwari , R. 2007 . Optimum Design of Rolling Element Bearings Using Genetic Algorithms . Mechanism and Machine Theory , vol. 42 : 233 – 250 .
   Web of Science ®Google Scholar
• Rao , S. S. 1996 . Optimisation Theory and Applications, , 3rd Edition , New York : John Wiley & Sons .
   Google Scholar
• Seireg , A. 1972 . A Survey of Optimization of Mechanical Design . Transactions of ASME, Journal of Engineering for Industry , vol. 94 ( 2 ) : 495 – 599 .
   Google Scholar
• Seireg , A. and Ezzat , H. 1969 . Optimum Design of Hydrodynamic Journal Bearings . Transactions of ASME, Journal of Lubrication Technology , vol. 91 ( 3 ) : 516 – 523 .
   Google Scholar
• 2005 . SKF, General Catalogue Germany
   Google Scholar
• Wylie , G. M. and Maday , C. J. 1970 . The Optimum One-dimensional Hydrodynamic Gas Rayleigh Step Bearing . Transactions of ASME, Journal of Lubrication Technology , vol. 92 ( 3 ) : 504 – 508 .
   Google Scholar