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Stream/Area:
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Subject:
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Paper ID:
IJSREM67722
Volume:
10 |
10 |
Oct 2026
Pages:
1-11
Publication Frequency:
Monthly (12 issues per year)
License:International Journal of Scientific Research in Engineering and Management follows the Creative Commons Attribution 4.0 (CC BY 4.0) License, allowing free use and distribution with proper attribution.

Mechanical Engineering Department
School of Engineering and Technology, Dr. Subhash University, Junagadh-Gujarat

Mechanical Engineering Department
School of Engineering and Technology, Dr. Subhash University, Junagadh-Gujarat
Tapered roller bearings are widely utilized in mechanical systems that require reliable transmission of both radial and axial loads. Their performance is influenced by internal geometry, load distribution, contact conditions, lubrication, operating environment, and manufacturing constraints. To enhance bearing reliability, it is essential to consider a range of interrelated design factors. Previous studies on tapered roller bearings have employed analytical methods, rating-life calculations, dynamic modeling, contact-stress analysis, finite element analysis, and optimization techniques. Optimization research demonstrates that modifying roller dimensions, pitch diameter, roller count, roller length, and contact angle can improve bearing performance. Additionally, numerical investigations highlight the importance of evaluating roller-raceway contact behavior and stress distribution under realistic loading conditions. This review critically examines research on the design and reliability improvement of tapered roller bearings, focusing on bearing geometry, load distribution, contact stress, rating life, analytical methods, numerical modeling, and design optimization. Studies are compared based on their objectives, design variables, analytical techniques, considered constraints, and performance criteria. Particular attention is given to the relationship between internal geometric parameters and bearing life, as well as the complementary roles of analytical and finite element methods. The review identifies major limitations in current methodologies, including the handling of realistic design constraints, treatment of manufacturing variability, consideration of combined loading, and integration of analytical and numerical approaches. Based on these findings, future research directions for reliability-oriented geometric optimization of tapered roller bearings are proposed.
KEYWORDS
Tapered roller bearings are essential machine parts in cases where there is a combination of radial and axial loads, and their performance depends on internal geometry, load distribution, contact stress, operating conditions, and fatigue properties. From the reviewed literature, it is clear that such parameters as roller diameter, effective length of the roller, pitch diameter, number of rollers, and contact angle may greatly affect bearing life and fatigue properties [2], [3], [7]. It is evident from the review that analytical approach remains effective for load distribution and rating-life evaluation as well as initial optimization, whereas finite-element analysis and dynamics give additional information on contact stress, deformation, roller behavior, and operating conditions [4]–[9]. In addition, optimization procedures have proven their effectiveness in improving bearing life under geometric and strength restrictions [2], [3], [7]. Nonetheless, the literature review also reveals the fact that the methods mentioned are used in isolation. The critical issues such as manufacturing tolerances, roller load distribution, operating conditions, contact behavior, and design limitations are not taken into account all at once. This means that the future work needs to be devoted to the integration of analytical and numerical analysis with the optimization process. Thus, it can be stated that the existing research forms a good basis for the design optimization and reliability improvement of TRBs. An integrated approach, which takes into account bearing geometry, loadings, contact stresses, fatigue life, manufacturing tolerances, and limitations will help design better TRBs.
1. T. A. Harris and R. M. Barnsby, "Life Ratings for Ball and Roller Bearings," Proceedings of the Institution of Mechanical Engineers, Part J: Journal of Engineering Tribology, vol. 215, no. 6, pp. 577–595, 2001. 2. R. Tiwari, K. K. Sunil, and R. S. Reddy, "An Optimal Design Methodology of Tapered Roller Bearings Using Genetic Algorithms," International Journal for Computational Methods in Engineering Science and Mechanics, vol. 13, no. 2, pp. 108–127, 2012. 3. E. Dragoni, "Optimal Design of Tapered Roller Bearings for Maximum Rating Life under Combined Loads," Mechanics & Industry, vol. 18, Art. no. 112, 2017. 4. S. Deng, J. Gu, Y. Cui, and W. Zhang, "Dynamic Analysis of a Tapered Roller Bearing," Industrial Lubrication and Tribology, 2017. 5. K Yang, G Zhang, Y W Wang and S Cai, "Contact Stress Analysis of High-Speed Railway Double Row Tapered Roller Bearing Based on SolidWorks and ANSYS," IOP Conference Series: Materials Science and Engineering, vol. 504, Art. no. 012073, 2019. 6. J. Zheng, J. Ji, S. Yin, and V.-C. Tong, "Fatigue Life Analysis of Double-Row Tapered Roller Bearing in a Modern Wind Turbine under Oscillating External Load and Speed," Proceedings of the Institution of Mechanical Engineers, Part C: Journal of Mechanical Engineering Science, 2020. 7. Shashikant Kumar Verma, Rajiv Tiwar, "Robust Optimum Design of Tapered Roller Bearings Based on Maximization of Fatigue Life Using Evolutionary Algorithm," Mechanism and Machine Theory, 2020. 8. X. Gao, S. Ren, and Z. Zhang, "A Tapered Roller Bearing Finite Element Modeling Method and Its Application," SSRN Electronic Journal, 2025. 9. Jiahua Wu, Yu Peng, "Static Analysis of Taper Roller Bearings Based on Finite Element Method," Journal of Physics: Conference Series, vol. 3009, Art. no. 012071, 2025. 10. C. Devarajan, P. Saran, and R. Balaji, "Design and Analysis of Contact Fatigue in Tapered Roller Bearings," Proceedings of the International Conference on Knowledge, AI and Mechanical Engineering (ICNKAI-2025), 2025.
Publication Date
10/7/2026
Peer Review Type
Double-Blind Peer Review
Review Rounds: 2
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