Please use this identifier to cite or link to this item: http://earchive.tpu.ru/handle/11683/38143
Title: Mathematical support for automated geometry analysis of lathe machining of oblique peakless round–nose tools
Authors: Filippov, Andrey Vladimirovich
Tarasov, Sergei Yulievich
Podgornykh, Oleg Anatolievich
Shamarin, Nikolay Nikolaevich
Filippova, Ekaterina Olegovna
Keywords: геометрический анализ; токарная обработка; программное обеспечение; резка; металлы; токарные станки; автоматизированное управление
Issue Date: 2017
Publisher: IOP Publishing
Citation: Mathematical support for automated geometry analysis of lathe machining of oblique peakless round–nose tools / A. V. Filippov [et al.] // Journal of Physics: Conference Series. — 2017. — Vol. 803 : Information Technologies in Business and Industry (ITBI2016) : International Conference, 21–26 September 2016, Tomsk, Russian Federation : [proceedings]. — [012041, 6 p.].
Abstract: Automatization of engineering processes requires developing relevant mathematical support and a computer software. Analysis of metal cutting kinematics and tool geometry is a necessary key task at the preproduction stage. This paper is focused on developing a procedure for determining the geometry of oblique peakless round-nose tool lathe machining with the use of vector/matrix transformations. Such an approach allows integration into modern mathematical software packages in distinction to the traditional analytic description. Such an advantage is very promising for developing automated control of the preproduction process. A kinematic criterion for the applicable tool geometry has been developed from the results of this study. The effect of tool blade inclination and curvature on the geometry-dependent process parameters was evaluated.
URI: http://earchive.tpu.ru/handle/11683/38143
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