Definition of setting total error value at centerless ball grinding

Author:

Reshetnikova Olga1,Iznairov Boris1,Vasin Alexei1,Belousova Natalia1,Panfilova Anastasia1

Affiliation:

1. Yuri Gagarin State Technical University of Saratov

Abstract

There is defined a total basing error arising during centerless ball grinding using driving disk helical grooves with different forms. On the basis of computations there is offered a design of a driving disk with the trapezoidal helical groove. A design of a supporting knife which allows carrying out efficiently an automatic position correction of the measuring base of operation size during ball grinding is offered.

Publisher

Bryansk State Technical University BSTU

Reference8 articles.

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2. Бесцентровое шлифование // под ред. З.И. Кремня. – 3-е изд., перераб. и доп. – Л.: Машиностроение, 1986. – 92 с., Centerless Grinding // under the editorship of Z.I. Kremen. – 3-d Edition, revised and supplemented. – L.: Mechanical Engineering, 1986. – pp. 92.

3. Решетникова, О.П. Определение рациональных параметров рабочей зоны при бесцентровом шлифовании // Наукоемкие технологии в машиностроении. – 2020. – № 5 (107). – С. 23 – 28., Reshetnikova, O.P. Efficient parameter definition of working area ar centerless grinding // Science Intensive Technologies in Mechanical Engineering. – 2020. – No.5 (107). – pp. 23-28.

4. Бочкарев, А.П. Совершенствование метода обработки полых тел сферической формы. // Вестник Саратовского государственного технического университета. – 2011. – № 58. – С. 17 – 20., Bochkaryov, A.P. Improvement of spherical hollow solid processing. // Bulletin of Saratov State Technical University. – 2011. – No.58. – pp. 17-20.

5. Васин, А. Н., Изнаиров, Б.М., Бочкарев, А.П. Математическая модель процесса формообразования при бесцентровом шлифовании пустотелых шаров. // СТИН. – 2013. – № 1. – С. 28 – 32., Vasin, A.N., Iznairov, B.M., Bochkaryov, A.P. Mathematical model of shaping at hollow ball centerless grinding. // STIN. – 2013. – No.1. – pp. 28-38.

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