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DA Narinsky (1979)
Apparatus with a Stationary Granular Layer
M. Lemos (2006)
Turbulence in Porous Media: Modeling and Applications
V.B. Kruglov A.S. Korsun (2014)
A.S. Korsun, V.B. Kruglov, I.G. Merinov, V.N. Fedoseev, and V.S. Kharitonov, Heat and mass transfer in the flow around structures of rod beams in the approximation of the porous model, Problems of Atomic Science and Technology, Ser. Nuclear Reactor Constants, 2014, No. 2, P. 87–94.
(2014)
Heat and mass transfer in the flow around structures of rod beams in the approximation of the porous model
M. Vlasov, A. Korsun, Y. Maslov, I. Merinov, V. Rachkov, V. Kharitonov (2016)
Determination of integral turbulence model parameters as applied to calculation of rod-bundle flows in porous-body approximationThermophysics and Aeromechanics, 23
(2000)
Effective thermal conductivity of porous structures composed of beams of rods or pipes
(1979)
Apparatus with a Stationary Granular Layer, Chemistry, Leningrad
(2008)
Tensor of effective pressure in the flow flowing around the structures of rod or tube bundles, Thermohydraulic Aspects of Safety in Active Zones Cooled by Water and Liquid Metals
Tensor of effective pressure in the flow flowing around the structures of rod or tube bundles A.S. Korsun and V.A. Ponomarev (2008)
Proc. Sci. Techn. Conf. “Thermophysics 2008”
V. Kharitonov, A. Plakseev, V. Fedoseev, V. Voskoboĭnikov (1988)
Effect of fluid mixing on heat transfer in channels with porous inserts
(1985)
Interchannel heat exchange at cross-flow of water of a bundle of pipes
AS Korsun (2000)
Effective thermal conductivity of porous structures composed of beams of rods or pipes, in: Heat and Mass Transfer, MMF-200Proc. IV Minsk Int. Forum., ITMO, Minsk, 10
Abstract The experimental values of the effective thermal conductivity of water at transverse streamlining of the in-line rod bundles with square packing have been obtained. The effective thermal conductivity of water was measured in the direction parallel to the axes of the rods. The measurement method implied mixing of two flat parallel water flows in the working area; the latter moved at the same velocities, but had different temperatures. By measuring the flow temperatures before and after the mixing area, the amount of heat transferred from the hot to the cold flow was determined and the effective thermal conductivity of the liquid was calculated. In the investigated range of Reynolds numbers (from 7·103 to 8·104), calculated by the velocity in a narrow section, the experimental effective thermal conductivity of water showed a linear increase with increasing velocity and good agreement with the results of calculations by the integral turbulence model. The obtained experimental data have confirmed the possibility of using an integral turbulence model to calculate the parameters of the anisotropic porous solid model, used in CFD codes simulating thermal-hydraulic processes in the active zones of nuclear reactors and heat exchangers.
Thermophysics and Aeromechanics – Springer Journals
Published: May 1, 2019
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