employee
Samara, Samara, Russian Federation
employee
Samara, Samara, Russian Federation
UDC 621.892
Russian Library and Bibliographic Classification 346
Heat flows in machine tool assemblies are very complex due to the large number of parts included in their design. Therefore, heat flows are formed not only by the propagation of heat from sources through solid parts, but, to a significant extent, through the contacts of parts between them. Imperfection of the contact at the interface of the separation of solids leads to the appearance of contact thermal resistance (CTR). Taking into account CTR in thermal models makes it possible to reasonably control heat flows in particularly precise assemblies of metal-cutting machines through design and technological measures. The accuracy of the spindle assemblies (SA) determines the accuracy of the machine as a whole by 80%. The thermal errors of metal-cutting machines account for 40-70% of the total error balance, therefore, heat flow control in the SA is very relevant. In the proposed method the sequence of stages for developing a finite element model of the SA temperature field using large-block finite elements is determined; the choice of the thermal model type and its division into large-block finite elements (FE) is substantiated; the thermal resistances of FEs and the heat dissipation capacities in the bearings of SAs are calculated; the equations of the equilibrium of heat flows in the KE assemblies of the thermal model with the choice of initial data for calculations are proposed. The proposed technique using large-block finite elements of the thermal model makes it possible to determine the temperature practically at any point of the structure.
spindle assembly, elements, flow, model, resistance, heat balance equation
1. Grigoriev VF, Gorbunov VP, Arkhutik SV. Features of studying thermal deformations of spindle assemblies using a system of finite element calculations. Vestnik of Brest State Technical University. 2011;4.
2. Kuznetsov AP, Kosov MG. Heat resistance and high-speed of spindle assemblies of metal-cutting machines. Vestnik MGTU Stankin. 2011;2:22-24.
3. Izmailov VV, Chaplygin SA. Electrothermal analogy and the calculation of the conductivity of machine part discrete contact. Naukovedenie. 2016;8(2). DOI:https://doi.org/10.15862/26TVN216.
4. Figatner AM. Spindle assemblies of modern metal-cutting machines: overview. Moscow: NIIMash; 1983.
5. Denisenko AF, Podkruglyak LYu. Determining the parameters of the finite element model of the spindle assembly temperature field. All-Russian Scientific and Practical Conference with International Participation, 2023: Actual Problems of Machine Tool Industry – 2023 (APS – 2023). Penza; 2023.
6. Denisenko AF, Podkruglyak LYu. Development of a thermal model of a metal-cutting machine spindle support. Izvestia of Samara Scientific Center of the Russian Academy of Sciences. 2020;22(3):49-55.
7. Denisenko AF, Podkruglyak LYu. Modeling of contact thermal resistance in the design of technological equipment. FrontierMaterials&Technologies. 2023;3:31-42. DOIhttps://doi.org/10.18323/2782-4039-2023-3-65-3.
8. Denisenko AF, Grishin RG, Podkruglyak LYu. Formation of contact thermal resistance based on the analysis of the characteristics of the pseudo-medium. Proceedings of the 7th International Conference on Industrial Engineering (ICIE 2021), 2021: Lecture Notes in Mechanical Engineering. Springer. p. 221–229. DOIhttps://doi.org/10.1007/978-3-030-85233-7_26.
9. GOST 520-2011. Rolling bearings. General specifications. Moscow: Standartinform; 2012.
10. GOST 3325-85. Rolling bearings Tolerance margins and technical requirements for shaft and housing seatings. Fits. Moscow: Izdatelstvo Standartov; 1994.



