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Overall Transmission Error Calculation of Differential Gear
Technical Paper
2021-01-1101
ISSN: 0148-7191, e-ISSN: 2688-3627
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English
Abstract
Overall transmission error (OTE) of gear system has been a main focus of gear dynamics study. The input-output transmission error (TE) depends heavily on mesh phasing conditions. Only reducing loaded transmission error (LTE) of a single gear mesh is not enough to ensure good NVH performance in a multiple gear mesh system. In order to predict OTE during bevel gear design instead of just analyzing single mesh TE, a new bevel gear OTE calculation method will be presented in this study. Based on single mesh parameters including loaded and unloaded TE or mesh stiffness, the OTE of a differential gear set can be calculated without building a complete system model. The effect of phasing on system OTE shows that different tooth combination can have significant effect on dynamic performance which should be considered during design.
Authors
- Zhenghong Shi - American Axle & Manufacturing
- Jui Chen - American Axle & Manufacturing
- Mohsen Kolivand - American Axle & Manufacturing
- Zhaohui Sun - American Axle & Manufacturing
- Eric Rivett - American Axle & Manufacturing
- Gregory Kopp - American Axle & Manufacturing
- Roy Nantu - American Axle & Manufacturing
- Jing Ba - American Axle & Manufacturing
Citation
Shi, Z., Chen, J., Kolivand, M., Sun, Z. et al., "Overall Transmission Error Calculation of Differential Gear," SAE Technical Paper 2021-01-1101, 2021, https://doi.org/10.4271/2021-01-1101.Data Sets - Support Documents
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References
- Kahraman , A. Planetary Gear Train Dynamics Journal of Mechanical Design 116 3 1994 713 720
- Kahraman , A. and Blankenship , G.W. Planet Mesh Phasing in Epicyclic Gear Sets International Gearing Conference 99 104 1994
- Parker , R.G. A physical Explanation for the Effectiveness of Planet Phasing to Suppress Planetary Gear Vibration Journal of Sound and Vibration 236 4 2000 561 573
- Parker , R.G. and Lin , J. Mesh Phasing Relationships in Planetary and Epicyclic Gears J. Mech. Des. 126 2 2004 365 370
- Guo , Y. and Parker , R.G. Analytical Determination of Mesh Phase Relations in General Compound Planetary Gears Mechanism and Machine Theory 46 12 2011 1869 1887
- Parker , R.G. , Agashe , V. , and Vijayakar , S.M. Dynamic Response of a Planetary Gear System Using a Finite Element/Contact Mechanics Model J. Mech. Des. 122 3 2000 304 310
- Hu , Y. , Ryali , L. , Talbot , D. , and Kahraman , A. A Theoretical Study of the Overall Transmission Error in Planetary Gear Sets Proceedings of the Institution of Mechanical Engineers, Part C: Journal of Mechanical Engineering Science 233 21-22 2019 7200 7211
- Al-Daccak , M.J. , Angeles , J. , and González-Palacios , M.A. The Modeling of Bevel Gears Using the Exact Spherical Involute Journal of Mechanical Design 116 2 1994 364 368
- Figliolini , G. and Angeles , J. Algorithms for Involute and Octoidal Bevel-Gear Generation Journal of Mechanical Design 127 4 2005 664 672
- Ligata , H. and Zhang , H.H. Overview and Design of Near-Net Formed Spherical Involute Straight Bevel Gears International Journal of Modern Engineering 11 2 2011 47 53
- Kolivand , M. , Ligata , H. , Steyer , G. , Benedict , D.K. et al. Actual Tooth Contact Analysis of Straight Bevel Gears Journal of Mechanical Design 137 9 2015
- Vijayakar , S. A Combined Surface Integral and Finite Element Solution for a Three-Dimensional Contact Problem International Journal for Numerical Methods in Engineering 31 3 1991 525 545
- Shi , Z. , Chen , J. , Kolivand , M. , Sun , Z. et al. Design Optimization of Differential Bevel Gear for NVH Improvement SAE Technical Paper 2019-01-1552 2019 https://doi.org/10.4271/2019-01-1552
- Hu , Y. , Talbot , D. , and Kahraman , A. A Load Distribution Model for Planetary Gear Sets Journal of Mechanical Design 140 5 2018