Assessing the spindle dynamic quality
Authors: Brungardt A.V., Shchepin A.N., Brungardt M.V., Bryukhovetskaya E.V. | Published: 12.07.2024 |
Published in issue: #7(772)/2024 | |
Category: Mechanical Engineering and Machine Science | Chapter: Machine Science | |
Keywords: spindle assembly, dynamic model, natural frequency, moment of inertia |
Spindle assembly appears to be one of the main elements in modern metalworking equipment. It is a shaft mounted on the bearing supports, which allows its consideration in the form of a discrete model with the concentrated masses, taking into account the shaft compliance. The paper describes a method for assessing the spindle dynamic quality. It presents results of analytical computation, numerical simulation and experimental confirmation using a stand and the vibration diagnostic device. The shaft is mounted on two radial rolling bearings and divided into eight solid cylindrical sections and one section with a keyway. Qualitative and quantitative characteristics are obtained, the shaft dynamic quality is assessed, and the computation error in the applied computation methods is provided. Checking the proposed method adequacy for assessing the dynamic quality showed satisfactory convergence (15...18%), which allows its use both for a finished product and in design.
EDN: UTPDYA, https://elibrary/utpdya
References
[1] Push A.V., Zverev I.A. Shpindelnye uzly. Proektirovanie i issledovanie [Spindle assemblies. Design and research.]. Moscow, MGTU STANKIN Publ., 2000. 197 p. (In Russ.).
[2] Bushuev V.V., ed. Metallorezhushchie stanki. T. 1 [Metal-cutting machine tools. Vol. 1]. Moscow, Mashinostroenie Publ., 2011. 608 p. (In Russ.).
[3] Basinyuk V.L., Kuleshova A.V. Calculation of dynamic characteristics of spindle unit and multicriteria selestion of their most rational parameters. Mekhanika mashin, mekhanizmov i materialov [Mechanics of Machines, Mechanisms and Material], 2011, no. 4, pp. 49–53. (In Russ.).
[4] Veyts V.L., Dondoshanskiy V.K., Chiryaev V.I. Vynuzhdennye kolebaniya v metallorezhushchikh stankakh [Forced vibrations in metal-cutting machines]. Moscow, Leninigrad, Mashgiz Publ., 1959. 288 p. (In Russ.).
[5] Prismotrov N.I., Okhapkin S.I., Ishutinov D.V. et al. [Resonance phenomena in electric drives at parametric perturbations]. Tr. VII Mezhd. (VIII Vseros.) nauch.-tekh. konf. po avtomatizirovannomu elektroprivodu [Proc. VII Int. (VIII Rus.) Conf. on Automated Electric Drive]. Ivanovo, IEU im. V.I. Lenina Publ., 2012, pp. 147–151. (In Russ.).
[6] Kudinov V.A. Dinamika stankov [Dynamics of machine tools]. Moscow, Mashinostroenie Publ., 1967. 359 p. (In Russ.).
[7] Augustaytis V.-K.V., Mozura G.-P.K., Slivinskas K.F. et al. Avtomatizirovannyy raschet kolebaniy mashin [Automated calculation of machine vibrations]. Leningrad, Mashinostroenie Publ., 1988. 100 p. (In Russ.).
[8] Ivovich V.A. Perekhodnye matritsy v dinamike uprugikh system [Transient matrices in the dynamics of elastic systems]. Moscow, Mashinostroenie Publ., 1969. 199 p. (In Russ.).
[9] Khomyakov V.S., Dosko S.I. Consideration of damping in dynamic calculations of machine tools. STIN, 2010, no. 6, pp. 9–12. (In Russ.).
[10] Khomyakov V.S., Kochinev N.A., Sabirov F.S. The modeling and calculation of dynamics of spindle assemblies. Vestnik UGATU [Vestnik USATU], 2009, vol. 12, no. 2, pp. 69–75. (In Russ.).
[11] Khanov A.M., Kobityanskiy A.E., Shafranov A.V. Research the dynamics of tools spindle units on the basis of mathematical modeling. Izvestiya Samarskogo nauchnogo tsentra RAN [Izvestia RAS SamSC], 2012, no. 1–2, pp. 439–447. (In Russ.).
[12] Perel L.Ya. Podshipniki kacheniya [Roller bearings]. Moscow, Mashinostroenie Publ., 1983. 543 p. (In Russ.).
[13] Salnikov V.S., Erzin O.A., Shadskiy G.V. et al. Dynamic multi-tool. Izvestiya TulGu. Tekhnicheskie nauki [News of the Tula State University. Technical Sciences], 2013, no. 12–1, pp. 98–109. (In Russ.).
[14] Levitskiy N.I. Kolebaniya v mekhanizmakh [Oscillations in mechanisms]. Moscow, Nauka Publ., 1988. 336 p. (In Russ.).
[15] Ilin M.M., Kolesnikov K.S., Saratov Yu.S. Teoriya kolebaniy [Theory of oscillations]. Moscow, Bauman MSTU Publ., 2003. 271 p. (In Russ.).