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Numerical model of round rod in flat triangle pass in three-roll tandem rolling process based on mathematical analysis
Pan, Lu (Department of Mechanical Engineering, Anhui Technical College of Mechanical and Electrical, China); Liu, Xinyu  Source: IOP Conference Series: Materials Science and Engineering, v 191, n 1, April 25, 2017, 2nd International Conference on Mining, Material and Metallurgical Engineering
Database: Compendex
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paperhunter: 金币+1, 鼓励交流 2017-08-03 23:23:59
Numerical model of round rod in flat triangle pass in three-roll tandem rolling process based on mathematical analysis
Pan, Lu 1   ; Liu, Xinyu 1


Source: IOP Conference Series: Materials Science and Engineering, v 191, n 1, April 25, 2017, 2nd International Conference on Mining, Material and Metallurgical Engineering;  ISSN: 17578981,  E-ISSN: 1757899X;  DOI: 10.1088/1757-899X/191/1/012029;  Article number: 012029; Conference: 2017 2nd International Conference on Mining, Material and Metallurgical Engineering, ICMMME 2017, March 17, 2017 - March 18, 2017; Publisher: Institute of Physics Publishing
Author affiliation : 1 Department of Mechanical Engineering, Anhui Technical College of Mechanical and Electrical, China
Abstract: In pass design of three-roll rolling process, accurate numerical model in deformation region is very important. Thus, the numerical model of round rod in flat triangle pass in three-roll tandem rolling process was proposed by mathematics analytic method in this paper. The parameters of numerical model, including arc length of the contact field, width of the contact field, rolling reduction(maximum, point) and rolling piece dimension at the exit, were established based on mathematical analysis. © Published under licence by IOP Publishing Ltd. (7 refs)
Main heading: Numerical models
Controlled terms: Metallurgical engineering -  Metallurgy -  Numerical methods
Uncontrolled terms: Analytic method -  Arc length -  Deformation region -  Mathematical analysis -  Pass designs -  Rolling process -  Rolling reduction -  Round rod
Classification code: 531.1 Metallurgy  -  921 Mathematics  -  921.6 Numerical Methods

Database: Compendex


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