Problems connected with the simulation of conjugate heat transfer in the flow of a viscous compressible fluid past a rotating disc with holes are considered. The discretization of the equations describing the temperature distribution inside a solid body and the fluid flow characteristics, the construction of computational meshes, and the control of the integration time step are considered. The results of the calculations of the metal temperature at control points of the model and the heat transfer coefficient distribution over its boundaries are presented.
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D. Bohn, U. Kruger, and K. Kusterer, Conjugate heat transfer: an advanced computational method for the cooling design of modern gas turbine blades and vanes, in: Heat Transfer in Gas Turbine, WIT Press, Southampton (2001), pp. 58–108.
D. L. Rigby and J. Lepicovsky, Conjugate heat transfer analysis of internally cooled configurations, ASME Paper, No. 2001-GT-0405 (2001).
Y. Okita and S. Yamawaki, Conjugate heat transfer analysis of turbine rotor–stator systems, ASME Paper, No. 2002-GT-30615 (2002).
D. Bohn, J. Ren, and K. Kusterer, Conjugate heat transfer analysis for film cooling configurations with different hole geometries, ASME Paper, No. 2003-GT-38369 (2003).
K. Kusterer, D. Bohn, T. Sugimoto, and R. Tanaka, Conjugate calculations for a film-cooled blade under different operating conditions, ASME Paper, No. 2004-GT-53719 (2004).
L. V. Lewis and J. I. Provins, A non-coupled CFD–FE procedure to evaluate windage and heat transfer in rotor–stator cavities, ASME Paper, No. GT2004-53246 (2004).
K. Saunders, S. Alizadeh, L. V. Lewis, and J. Provins, The use of CFD to generate heat transfer boundary conditions for a rotor–stator cavity in a compressor drum thermal model, ASME Paper, No. GT2007-28333 (2007).
H. Li and A. J. Kassab, A Coupled FVM/BEM approach to conjugate heat transfer in turbine blades, AIAA Paper, No. 94-1981 (1994).
J. A. Verdicchio, J. W. Chew, and N. J. Hills, Coupled fluid/solid heat transfer computation for turbine discs, ASME Paper, No. 2001-GT-0123 (2001).
A. V. Mirzamoghadam and Z. Xiao, Flow and heat transfer in an industrial rotor-stator rim sealing cavity, J. of Eng. for Gas Turbines and Power, 124, No. 1, 125–132 (2002).
J. Illingworth, N. Hills, and C. Barnes, 3D fluid-solid heat transfer coupling of an aero-engine preswirl system, ASME Paper, No. 2005-GT-68939 (2005).
K. N. Volkov, Solution of conjugate heat transfer problems and transfer of thermal loads between a fluid and a solid body, Vych. Metody Programmir., 8, No. 1, 265–274 (2007).
Z. Sun, J. W. Chew, N. J. Hills, K. N. Volkov, and C. J. Barnes, Efficient FEA/CFD thermal coupling for engineering applications, ASME Paper, No. GT2008-50638 (2008).
O. C. Zienkiewicz, The Finite Element Method in Engineering Science, McGraw-Hill, New York (1977).
K. N. Volkov, Use of the control volume method for solving problems of the fluid and gas mechanics of on nonstructured grids, Vych. Metody Programmir., 6, No. 1, 43–60 (2005).
A. Northrop and J. W. Owen, Heat transfer measurements in rotating disc systems — the free disc, Int. J. Heat Fluid Flow, 9, No. 1, 19–26 (1988).
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Translated from Inzhenerno-Fizicheskii Zhurnal, Vol. 83, No. 2, pp. 273–283, March–April, 2010.
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Volkov, K.N. Conjugate heat transfer in a rotating disc with holes. J Eng Phys Thermophy 83, 291–302 (2010). https://doi.org/10.1007/s10891-010-0344-0
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DOI: https://doi.org/10.1007/s10891-010-0344-0