Static and Dynamic Characteristic Analysis for the HSR Series Linear Motion Guide

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Abstract:

The dynamic characteristic of junction surface is an important part of the dynamic characteristics of NC machine tools, and it is sometimes the weakest link of the machine tool's dynamic characteristics. The precision of the finite element calculation of the machine tool's dynamic characteristics shall be affected by the junction surface parameters directly. Linear Motion guide is one of the most widely used components of the NC machine tool, and its characteristic is one of the most important components of the performances of the NC machine tool. The HSR series of linear motion guides are taken as the object of the paper, and its static and dynamic characteristics are studied. And the parameters of static and dynamic characteristics of HSR, such as static stiffness, natural frequency and modal shape are obtained. The accuracy of the finite element analysis mode is verified, which establishes the foundation for the dynamics analysis of machine tool.

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Advanced Materials Research (Volumes 834-836)

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1488-1492

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October 2013

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© 2014 Trans Tech Publications Ltd. All Rights Reserved

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[1] Shimizu Shio: The Journal of the Japan Society for Precision Engineering (1990), p.112.

Google Scholar

[2] Yoshio Ishikawa and Minoru Suda: The Journal of the Japan Society for Precision Engineering Vol. 12 (1981), p.58.

Google Scholar

[3] Shimizu Shigeo, Izawa frout: Journal of Japan Society of Lubrication Engineers Vol. 28 (1983), p.761.

Google Scholar

[4] Shimizu Shigeo, Izawa Frout: Journal of Japan Society of Lubrication Engineers Vol. 28 (1983), p.767.

Google Scholar

[5] A. Dadalau, K. Groh, M. Reuβ, A. Verl: Production Engineering Vol. 6 (2011), p.39.

Google Scholar

[6] Jui-Pin Hung, Ching-Yuan Lin, Tzuo-Liang Luo: J Fail. Anal. and Preven Vol. 11 (2011), p.684.

Google Scholar

[7] James Shih-Shyn Wu, Jyh-Cheng Chang, Jui-Pin Hung: Mathematics and Computers in Simulation Vol. 74 (2007), p.454.

Google Scholar

[8] Yong-Sub Yi, Yoon Young Kim, Jae Seok Choi, Jeonghoon Yoo, Dong Jin Lee, Suk Won Lee and Sung Jin Lee: Journal of Mechanical Science and Technology Vol. 22 (2008), p.50.

DOI: 10.1109/iedm.2010.5703346

Google Scholar