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Machine-building technologies
Название Physical modeling of deformation of a steel bushing under axial compression of an elastic-plastic vibration-damping element of a milling mandrel
DOI 10.17580/chm.2022.02.11
Автор A. S. Yamnikov, M. N. Bogomolov, A. O. Chuprikov
Информация об авторе

Tula State University, Tula, Russia:

A. S. Yamnikov, Dr. Eng., Prof., Dept. of Mechanical Engineering Technology, e-mail: yamnikovas@mail.ru
M. N. Bogomolov, Postgraduate student, Engineer, Dept. of Mechanical Engineering Technology, e-mail: Max2062@mail.ru

 

Imperatorsky Tulsky Oruzheiny Zavod, Tula, Russia:
A. O. Chuprikov, Cand. Eng., Head of the Dept. of Intellectual Property

Реферат

To reduce vibrations when milling thin-walled steel sleeves, compression is applied from the inside by uniformly distributed forces created by axial compression of an elastoplastic element made of polyurethane or rubber. It was hypothesized that the pressure at the point of application of the axial compressive force of the elastoplastic element will be higher than at the opposite end, which will lead to uneven elastic deformations of the fixed sleeve and, accordingly, to additional processing errors. When the base-push bush is pressed, the initial force builds up pressure in the first ring. In this case, the initial length of the set of washers will be reduced to a value at which the washers begin to deform and reach contact with the steel sleeve. Then, when you try to move the first ring virtually, the force of its pressing on the second will decrease by the friction force between the first ring and the steel sleeve. The theoretical dependences of the pressure distribution between sequentially located compressible elastoplastic elements are derived as functions of the friction coefficient and geometric parameters of the vibration damping sleeve system. The calculation examples show that in cases where rubber or polypropylene inserts are used as elastoplastic elements, the pressure already on the first element should be completely, and even in excess, blocked by the friction force of the elastoplastic element on the steel sleeve. To resolve this contradiction, physical modeling of the process under study was carried out. 3 rubber washers were inserted inside the steel sleeve. The set of washers was acted upon by two plungers extending into the sleeve by 2 mm. Experimental data show that the central part of the sleeve is most susceptible to deformations, the diameters of the ends also increase, but to a much lesser extent, and approximately the same, which refutes the hypothesis of uneven distribution of pressure and deformation along the length of the sleeve.
The reported study was conducted under fi nancial support of RFBR within the framework of the scientific and research project «Postgraduates” No. 20-38-90248.

Ключевые слова Non-rigid sleeve, milling, vibrations, centering mandrel, vibration resistance, elastoplastic element, transverse deformations, pressure distribution in the elastoplastic element under axial compression
Библиографический список

1. New materials in industry. SBI of Moscow «Department of Investment and Industrial Policy of Moscow». Available at: https://investmoscow.ru/media/3341145/новые-материалы-в-промышленности.pdf (accessed: 05.02.2022).
2. Podzhivotov N. Y., Kablov E. N., Antipov V. V., Erasov V. S., Serebrennikova N. Y. et al. Laminated metal-polymeric materials in structural elements of aircraft. Inorganic Materials: Applied Research. 2017. Vol. 8. Iss. 2. pp. 211–221.
3. ZOLTEK PX35 Multi-Directional Fabric. Available at: zoltek.com/wp-content/uploads/2018/02/2018_px35-brochure_final.pdf (accessed: 05.02.2022).
4. Parka S. Y., Choi W. J., Choi C. H., Choi H. S. Effect of drilling parameters on hole quality and delamination of hybrid GLARE laminate. Composite Structures. 2018. Vol. 185. pp. 684–698.
5. Industrial production in Russia. 2019: Statistical compendium/Rosstat. Available at: https://www.gks.ru/storage/mediabank/rom_proiz-vo2019.pdf (accessed: 05.02.2022).
6. Tregubov V. I., Yamnikov А. S., Matveev I. А. Technological support of the specified design parameters of engine parts of the MLRS «TORNADO-G». Izvestiya Rossiyskoy Akademii Raketnykh i Artilleriyskikh nauk. 2017. Vol. 99. No. 4. pp. 94–98.
7. Kalinski K. J., Galewski M. A. Optimal spindle speed determination for vibration reduction during ball-end milling of fl exible details. International Journal of Machine Tools and Manufacture. 2015. Vol. 92. pp. 19–30.
8. Zagórski I., Kulisz M., Semeniuk A., Malec A. Artificial neural network modelling of vibration in the milling of AZ91D alloy. Advances in Science and Technology. Research Journal. 2017. Vol. 11. Iss. 3. pp. 261–269.
9. Comak A., Budak E. Modeling dynamics and stability of variable pitch and helix milling tools for development of a design method to maximize chatter stability. Precision Engineering. 2017. Vol. 47. pp. 459–468.
10. Wu S., Li R., Liu X., Yang L., Zhu M. Experimental study of thin wall milling chatter stability nonlinear criterion. Procedia CIRP. 2016. Vol. 56. pp. 422–427.
11. Yang Y., Zhang W.-H., Ma Y.-Ch., Wan M. Chatter prediction for the peripheral milling of thin-walled workpieces with curved surfaces. International Journal of Machine Tools & Manufacture. 2016. Vol. 109. pp. 36–48.
12. Yamnikov А. S., Bogomolov М. N. The centering mandrel of the increased vibration resistance for milling of thin-walled sleeves. Chernye Metally. 2019. No. 5. pp. 52–57.
13. Strength, stability, vibrations: reference book in 3 volumes. Vol. 2. Edited by I. A. Birger, Ya. G. Panovko. Moscow: Mashinostroenie, 1968. 464 p.
14. Prodan V. D., Vasilev А. V., Bozhko G. V. Radial deformation of the ring gasket during its axial compression. Khimicheskoe i neftegazovoemashinostroenie. 2011. No. 11. pp. 41–44.
15. GOST 7338–90. Rubber and rubber-fabric sheets. Specifications. Introduced: 01.07.1991. Мoscow: Izdatelstvo standartov, 1990.
16. Prudnikov М. I. Features of friction and lubrication in rubber-metal pairs of pumps and fittings. Vestnik armaturostroitelya. 2016. Vol. 35. No. 7. pp. 88–91.
17. Voronkov B. D., Vinogradov Yu. М., Lazarev G. Е. et. al. Wear-resistant materials in chemical engineering: handbook. Edited by Yu. М. Vinogradov. Saint-Petersburg: Mashinostroenie, 1977. 254 p.

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