Axial Deformation of Ball Screw Considering Contact Angle

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Abstract:

A mathematic model of ball screw was constructed which was based on the elastic contact deformation theory. The helix angle was considered and the formula of axial elastic deformation was deduced in this study. Furthermore, a finite element model of ball screw was established and its elastic deformation results were also acquired. And the effect of contact angle on axial elastic deformation was analyzed by theoretic method and FEA. The study shows that the axial elastic deformation of ball screw changes with the contact angle. The deformation will decrease by the contact angle increasing, and the positional accuracy of the ball screw is improved.

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785-788

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February 2013

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© 2013 Trans Tech Publications Ltd. All Rights Reserved

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[1] Dadalau, M. Mottahedi, K. Groh A. Verl, Parametric modeling of ball screw spingles, Prod. Eng. Res. Devel. 6(2010) 625~631.

DOI: 10.1007/s11740-010-0264-z

Google Scholar

[2] Mei Xuesong,Masaomi Tsutsumi,Tao Tao,et a1., Study on the Load Distribution of Ball Screws with Errors, Mechanism and Machine Theory. 11(2003) 1257-1269.

DOI: 10.1016/s0094-114x(03)00070-3

Google Scholar

[3] Claudio Braccesi, Luca Landi. A general elastic approach to impact analysis for stress state limit evaluation in ball screw bearing return system. International Journal of Impact Engineering. 34(2007)1272-1285.

DOI: 10.1016/j.ijimpeng.2006.06.005

Google Scholar

[4] Jiang Hongkui, Song Xianchun, Zhang Zuoying. Influence of lead angle on the elastic deformation of ball screw. China Mechanical Engineering. 9(2008) 1079-1083. (in chinese).

Google Scholar

[5] Song X C, Jiang H K, Xu X R, et al., Analysis of elastic deformation for high speed ball screw based on the finite element method, Journal of Beijing University of Technology. 5(2009) 582- 586. (in chinese).

Google Scholar

[6] Tanaka N, A New calculation Method of Hertz Elliptical Contact Pressure, Journal of Tribology. 4( 2001) 887- 889.

DOI: 10.1115/1.1352745

Google Scholar

[7] Antoine1 J F, Visa C, Sauvey C, Approximate Analytical Model forHertzian Elliptical Contact Problems, Journal of Tribology. 7( 2006) 660- 664.

DOI: 10.1115/1.2197850

Google Scholar