Static/Dynamic Contact Finite Element Analysis for Tooth Profile Modification of Helical Gears

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Abstract:

A precise approach for the tooth profile modification (TPM) of helical gear is presented in the paper based on the static contact finite element analysis (FEA). The high-precision finite element model of helical meshing gear pairs is established. The type and amount of TPM are accurately determined by the static contact FEA results. The dynamic contact simulations of helical gears with and without tooth modification are investigated to estimate the vibration reduction effect of the TPM. Moreover the numerical simulations are compared with the experimental results. Both results show that the proposed precise TPM of helical gears is effective on vibration reduction around the working load, and the dynamic contact simulation is effective on estimating the vibration reduction influence of the TPM.

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384-388

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August 2011

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© 2011 Trans Tech Publications Ltd. All Rights Reserved

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[1] H. Walker: Engineer, Vol. 170 (1940), p.102.

Google Scholar

[2] Runfang Li: Modification method and stiffness analysis of gear drives (Chongqing University Press, Chongqing 1998).

Google Scholar

[3] R.G. Munro, N. Yildirim, D.M. Hall: Proceedings of Institution of Mechanical Engineers, Vol. C 404/013 (1990), p.35.

Google Scholar

[4] Giorgio Bonori, Marco Barbieri, Francesco Pellicano: Journal of sound and vibration, Vol. 313 (2008), p.603.

Google Scholar

[5] A. Kahraman, G.W. Blankenship: Journal of Mechanical Design, Vol. 121(1999), p.313.

Google Scholar

[6] Song He, Rajendra Gunda, Rajendra Singh: Jounal of sound and vibration, Vol. 301 (2007), p.927.

Google Scholar

[7] A. Bajer, L. Demkowicz: Computer methods in applied mechanics and engineering, Vol. 191(2002), p.4159.

Google Scholar

[8] Lundvall, N. Stromberg, A. Klarbing: Journal of sound and vibration, Vol. 278(2004), p.479.

Google Scholar

[9] R.G. Parker, S.M. Vijayakar, T. Imajo: Journal of sound and vibration, , Vol. 237 (2000), p.435.

Google Scholar

[10] V.K. Ambarisha, R.G. Parker: Journal of sound and vibration, Vol. 302(2007), p.577.

Google Scholar

[11] Tengjiao Lin, H. Ou, Runfang Li: Computer methods in applied mechanics and engineering, Vol. 196(2007), p.1716.

Google Scholar

[12] Yumei Hu, Yimin Shao, Zaigang Chen, Ming J Zuo: Mechanical system and signal, 2010, in press.

Google Scholar

[13] Huan Sun: Zuomo Chen. Mechanical Theory(6th) (Higher Education Press, Beijing 2003).

Google Scholar