Mechanical Strength of Abrasive Segment Formed by the High-Frequency Discretization of Grinding Wheel

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Abstract:

Geometrical characteristics of a discrete grinding wheel, which influence on a mechanical strength of the segments, formed during a high-frequency discretization of the cutting surface by highly concentrated energy flow, were defined. The analytical dependences, which establish interrelation of actual stresses in dangerous sections of a discrete grinding instrument with geometrical and mechanical characteristics of a segment, were determined. On a base of these analytical dependences a designing of a discrete grinding wheel with highly frequency discretization of a cutting surface is executed. The scientific recommendations for choice of dimensional characteristics of discrete cutting surface were proposed. Observance of these recommendations allows getting the abrasive segments with a high mechanical strength.

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134-138

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November 2019

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© 2019 Trans Tech Publications Ltd. All Rights Reserved

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[1] A.V. Morozov, The abrasive expense during functioning of technological systems of continuous and discrete face grinding, Progressive technologies and processes, Kursk: Southwest state university, Joint-Stock Company University book 3:2 (2015) 211-216.

Google Scholar

[2] V.G. Gusev, A.V. Morozov, P.S. Shvagirev, Modelling of the space vibration of a grinding wheel with a laser discretization of a cutting surface, News of the Tula St. University, Instrumental and metrological systems. Publishing house TulGu, 2008, pp.34-38.

Google Scholar

[3] V.G. Gusev, A.V. Morozov, P.S. Shvagirev, Evaluating discrete wheels and their influence on grinding dynamics, Russian Engineering Research 29:8 (2009) 835-837.

DOI: 10.3103/s1068798x0908019x

Google Scholar

[4] V.G. Gusev, V.V. Morozov, Technology of flat discrete grinding. Vladimir, Vladimir St. University, (2007).

Google Scholar

[5] V.G. Gusev, V.V. Morozov, Flat peripheral grinding by discrete wheels, the Colloquium, Ioshkar Ola, (2012).

Google Scholar

[6] J.S. Stepanov, V.G. Gusev, B.I. Afanasev, Discrete internal grinding, Engineering industry, Moscow, (2004).

Google Scholar

[7] V.G. Gusev, A.V. Morozov and P.S. Shvagirev, R.F. Patent 2,385,216 (2010).

Google Scholar

[8] V.G. Gusev, A.V. Morozov and O.U. Metelkin, R.F. Patent 2,520,169. (2014).

Google Scholar

[9] V.G. Gusev, A.V. Morozov and P.S. Shvagirev, R.F. Patent 2,582,841 (2016).

Google Scholar