Numerical simulation of the flow and heat transfer in plane axisymmetric confusor and diffuser with an inclination angle of —5° ÷ —1° and 1° ÷ 5° has been performed using a threeparameter differential model of turbulence, supplemented by the transport equation for turbulent heat flux. A flat channel of variable cross section was selected from the conditions of constant Reynolds number in order to exclude it from the number of variable parameters. It is shown that the restructuring of the flow and the positive pressure gradient in the diffuser lead to turbulization of the flow, and the negative pressure gradient in the confuser leads to laminarization. Confirmation of this is a change in the turbulence energy, which increases significantly in the dif- fuser and leads to intensification of heat transfer, and decreases in the confuser and leads to a decline of heat transfer. In the diffuser and confuser, the flow and heat transfer characteristics differ significantly from the corresponding values in the channels of constant cross section for the same Reynolds number. The study of the influence of the inclination angle in the diffuser and confuser showed that for the same (modulo) angle in the confuser, the average length drag coefficient is significantly higher than in the diffuser, and this excess increases with increasing of the angle. In this case, the average Nusselt number along the length, in contrast to the hydraulic losses, is significantly lower in the confuser than in the diffuser. A numerical study of the influence of the Reynolds number on the flow and heat transfer characteristics in the diffuser showed that with an increase in the Reynolds number, hydraulic losses increase and heat transfer decreases, while in the confuser, on the contrary, hydraulic losses decrease and heat transfer increases. However, this change in the studied range of Reynolds numbers Re = (10—100)×103 is not very significant and does not exceed ±14% for hydraulic losses and ±5% for heat transfer. The study showed that even a slight taper (with angles less than ±4°), which can take place in real channels, significantly affects the characteristics of the flow and heat transfer. It is established that in heat exchangers diffuser-type channels are more preferable in comparison with confuse type channels, since they have lower hydraulic losses and greater heat transfer.
Migai V.K. Povyshenie ehffektivnosti sovremennykh teploobmennikov [Improving the efficiency of modern heat ex- changers]. Leningrad: Energia, 1980. 144 p. In Russ.
Lushchik V.G., Reshmin A.I. Heat transfer enhancement in a plane separation-free diffuser. High Temperature, 2018, vol. 56, no. 4, pp. 569–575.
Makarova M.S., Lushchik V.G., Reshmin A.I. Sravnitel’nyj analiz turbulentnogo techeniya v ploskom i kruglom kanalakh s diffuzorom [Comparative analysis of turbulent flow in flat and round channels with diffuser]. Materialy XXIII Mezhdunarodnoj konferentsii «Nelinejnye zadachi teorii gidrodinamicheskoj ustojchivosti i turbulentnost’» Otv. red. N.V. Nikitin, N.V. Popelenskaya (Materials of the XXIII International Conference «Nonlinear problems of the theory of hydrodynamic stability and turbulence». Res. ed. N.V. Nikitin, N.V. Pelenskaya), Moscow: Publi- shing House MAKS Press, 2018. pp. 182–187. In Russ.
Lushchik V.G., Makarova M.S., Reshmin A.I. Laminarizationof flow with heat transfer in a plane channel with a confuser. Fluid Dynamics, 2019, vol. 54, no. 1, pp. 66–75.
Makarova M.S., Lushchik V.G., Reshmin A.I. Issledo- vanie uslovij vozniknoveniya polnoj relaminarizatsii techeniya v ploskikh konfuzornykh kanalakh [Investigation of the conditions for the appearance of complete relaminarization of the flow in flat confusor channels]. Sovremennye problemy mekhaniki i matematiki. Sbornik materialov nauchnykh slushanij, posvyashhennykh 110-letiyu so dnya rozhdeniya S.А. Khristianovicha (Modern problems of mechanics and mathematics. Proceedings of Scientific hearings dedicated to the 110th anniversary of S.A. Khristianovich), 2018, pp. 66–68. In Russ.
Tanaka H., Kawamura H., Tateno A., Hatamiya S. Effect of laminarization and retransition on heat transfer for low reynolds number flow through a converging to constant area duct. J. Heat Transfer, 1982, vol. 104, no. 2, pp. 363–371.
Lushchik V.G., Pavel’ev A.A., Yakubenko A.E. Threeparameter model of shear turbulence. Fluid Dynamics, 1978, vol. 13, no. 3, pp. 350–360.
Lushchik V.G., Pavel’ev A.A., Yakubenko A.E. Threeparameter model of turbulence: Heat transfer calculations. Fluid Dynamics, 1986, vol. 21, no. 2, pp. 200–211.
Lushchik V.G., Pavel’ev A.A., Yakubenko A.E. Transfer equation for turbulent heat flux. Calculation of heat exchange in a pipe. Fluid Dynamics, 1988, vol. 23, no. 6, pp. 835–842.
Lushchik V.G., Pavel’ev A.A., Yakubenko A.E. Turbulent flows. Models and numerical investigations. A review. Fluid Dynamics, 1994, vol. 29, no. 4, pp. 440–457.
Oriji U.R., Karimisani S., Tucker P.G. RANS modeling of accelerating boundary layers. J. Fluids Engineering, Trans. ASME, 2015, vol. 137, no. 1, Paper A12.
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