PRACTICAL METHODS OF THE VALVE SEATS WEAR ASSESSING IN THE FLOW DEFECTION PROCESS

Main Article Content

G. VEREMEY

Abstract

The actual issue of obtaining objective results when assessing the state of the valve seats worn surfaces of the valve timing gear of an internal combustion engine has been considered in this article, as well as the imperfections of existing methods for assessing local and integral wear in the problems of flaw detection during overhauls in vehicle repair industry. The need for a mathematical approach in solving the posed problems has been confirmed by assessing the state of worn surfaces with complex-variable topography due to the developed geometric interpolation 3D model that describes the profile to be restored in the valve seats flaw detection process. Practical methods for assessing the degree of valve seats wear have been offered on the basis of a mathematical 3D model through the introduction of a technique for using circular diagrams and profilograms using precise control and measuring equipment.

Article Details

How to Cite
VEREMEY, G. (2023). PRACTICAL METHODS OF THE VALVE SEATS WEAR ASSESSING IN THE FLOW DEFECTION PROCESS. Vestnik of Polotsk State University. Part B. Industry. Applied Sciences, (1), 71-76. https://doi.org/10.52928/2070-1616-2023-47-1-71-76
Author Biography

G. VEREMEY, Euphrosyne Polotskaya State University of Polotsk

канд. техн. наук

References

Korobeinik, A.V. (2004). Remont avtomobilei. Teoreticheskii kurs. Rostov-on-Don: Feniks. (In Russ.)

Korobeinik, A.V. (2004). Remont avtomobilei. Рrakticheskii kurs. Rostov-on-Don: Feniks. (In Russ.)

Khrulev, A.E. (1999). Remont dvigatelei zarubezhnykh avtomobilei. Moscow: Za rulem. (In Russ.)

Chabannii, V.Ya., Magopets', S.O., Mazheika, O.I., Kropіvnii, V.M., Vasilenko, І.F., Shepelenko, І.V. & Pavlyuk-Moroz, V.A. (2007). Remont avtomobіlіv. Kniga 1. Kirovograd: Kіrovograds'ka raionna drukarnya. (In Ukrainian)

Yaroshevich, V.K., Savich, A.S. & Ivanov, V.P. (2008). Tekhnologiya proizvodstva i remonta avtomobilei. Minsk: Adukatsyya i vykhavanne. (In Russ.)

Carlson, R.E. & Foley, T.A. (1991). The parameter R2 in multiquadric interpolations. Comp. Math. Applic., 21 (9), 29–42. DOI: 10.1016/0898-1221(91)90123-L

Hardy, R.L. (1971). Multiquadric equations of topography and other irregular surfaces. J. Geophys. Res., (76), 1905–1915. DOI: 10.1029/JB076i008p01905

Zharii, Ya.V. & Veremei, G.A. (2014). Model' optimizatsii protsessa defektatsii sedel klapanov gazoraspredelitel'nogo mekhanizma pri vosstanovitel'nom remonte. [Model for optimizing the process of fault detection of valve seats of the gas distribution mechanism during refurbishment]. Vіsnik Chernіgіvs'kogo derzhavnogo tekhnologіchnogo unіversitetu.

Ser. Tekhnіchnі naukik [Bulletin of the Chernigiv State Technological University. Series Technical sciences], 2 (73), 62–69. (In Russ., abstr. in Engl.)