Research Papers

Experimental Study of the Characteristics of Heat Transfer in an HLMC Cross-Flow around Tubes

[+] Author and Article Information
Aleksei Chernysh

Nizhny Novgorod State Technical University n.a. R.E. Alekseev, Minina Street, 24, Nizhny Novgorod 603005, Russiae-mail: alexmail90@bk.ru

Mikhail Iarmonov

Nizhny Novgorod State Technical University n.a. R.E. Alekseev, Minina Street, 24, Nizhny Novgorod 603005, Russiae-mail: mixahome@rambler.ru

Kirill Makhov

Nizhny Novgorod State Technical University n.a. R.E. Alekseev, Minina Street, 24, Nizhny Novgorod 603005, Russiae-mail: max_off@list.ru

Aleksandr Beznosov

Nizhny Novgorod State Technical University n.a. R.E. Alekseev, Minina Street, 24, Nizhny Novgorod 603005, Russiae-mail: beznosov@nntu.nnov.ru

Manuscript received September 16, 2014; final manuscript received April 8, 2015; published online September 3, 2015. Assoc. Editor: Guanghui Su.

ASME J of Nuclear Rad Sci 1(4), 041015 (Sep 03, 2015) (12 pages) Paper No: NERS-14-1042; doi: 10.1115/1.4030365 History: Received September 16, 2014; Accepted April 10, 2015; Online September 16, 2015

The process of heat transfer in a heavy liquid-metal coolant (HLMC) cross-flow around heat-transfer tubes has not been thoroughly studied yet. Therefore, it is of great interest to carry out experimental studies for determining the heat-transfer characteristics in lead coolant cross-flow around tubes. It is also interesting to explore the velocity and temperature fields in an HLMC flow. To achieve this goal, experts of the R.E. Alekseev Nizhny Novgorod State Technical University performed work aimed at experimental determination of the temperature and velocity fields in high-temperature lead coolant cross-flows around a tube bundle. The experimental studies were carried out in a specially designed high-temperature liquid-metal facility. The experimental facility is a combination of two high-temperature liquid-metal setups, i.e., FT-2 with a lead coolant and FT-1 with a lead-bismuth coolant, combined by an experimental site. The experimental site is a model of the steam generator of the BREST reactor facility. The heat-transfer surface is an in-line tube bank of diameter 17 mm and wall thickness of 3.5 mm, which is made of 10H9NSMFB ferritic–martensitic steel. The temperature of the heat-transfer surface is measured with thermocouples of diameter 1 mm installed in the walls of heat-transfer tubes. The velocity and temperature fields in a high-temperature HLMC flow are measured with special sensors installed in the flow cross-section between rows of heat-transfer tubes. The characteristics of heat transfer and velocity fields in a lead coolant flow were studied in different directions of the coolant flow: the vertical (“top-down” and “bottom-up” (Beznosov et al., 2013, “Experimental Studies of Thermal Hydraulics of a HLMC Flow Around Heat transfer Surfaces,” Proceedings of the 21st International Conference on Nuclear Engineering, ICONE21, Paper No. ICONE21-15248)) and the horizontal directions. The studies were conducted under the following operating conditions: the temperature of lead was t=450500°C, the thermodynamic activity of oxygen was a=105100, and the lead flow through the experimental site was Q=36m3/h, which corresponds to coolant velocities of V=0.40.8m/s. Comprehensive experimental studies of the characteristics of heat transfer in a lead coolant cross-flow around tubes have been carried out for the first time, and the dependences Nu=f(Pe) for a controlled and regulated content of the thermodynamically active oxygen impurity and sediments of impurities have been obtained. The effect of the oxygen impurity content in the coolant and characteristics of protective oxide coatings on the temperature and velocity fields in a lead coolant flow have been revealed. This is because the presence of oxygen in the coolant and oxide coatings on the surface, which restricts the liquid-metal flow, leads to a change in the characteristics of the wall-adjacent region. The obtained experimental data on the distribution of the velocity and temperature fields in an HLMC flow permit studying the heat-transfer processes, and on this basis, create program codes for engineering calculations of HLMC flows around heat-transfer surfaces.

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Beznosov, A. V., Novozhilova, O. O., and Savinov, S. Y., 2009, “Experimental Research of Flow Velocity of a Heavy Liquid-Metal Coolant,” Atomnaya Energiya [Nuclear Power], 106(4), pp. 234–237.
Beznosov, A. V., Novozhilova, O. O., and Savinov, S. Y., 2008, “Experimental Research of Heat-Transfer Processes and Temperature Profiles of a Heavy Liquid-Metal Coolant Flow,” Izvestiya Vuzov. Yadernaya Energetika [News of Higher Educational Establishments. Nuclear Power Industry] (3), pp. 80–90.
Beznosov, A. V., Novozhilova, O. O., Savinov, S. Y., Antonenkov, M. A., and Yarmonov, M. V., 2010, “Experimental Research of Axial Velocity of a Lead Coolant Flow in an Annular Gap with Different Oxidizing Potentials,” Atomnaya Energiya [Nuclear Power], 108(3), pp. 173–177.
Isachenko, V. P., Osipov, V. A., Sukomel, A. S., 1975, Heat Transfer: Textbook for Higher Educational Establishments, 3rd ed., Energiya, Moscow, Russia, pp. 222–231 (revised and enlarged).
Beznosov, A. V., Yarmonov, M. V., Chernysh, A. S., 2013, “Experimental Research of Heat-Transfer Characteristics at a Coolant Crossflow Moving” FROM BOTTOM TO TOP” under a Controlled and Regulated Content of Oxygen Impurity,” Research Report, p. 47 (prepared by Yarmonov M.V., N. Novgorod).
Mikheev, M. A., Mikheeva, I. V., 1977, Heat Transfer Basics, 2nd ed., Energiya, Moscow, Russia, pp. 101–109 (in Russian).
Jukov, A. V., 2003, Heat Hydraulic Calculation of Reactors. Part 2. Convective Heat Transfer at a Single-Phase Current (Classical and Modern Representations and Decisions), JSC “SSC RF-IPPE,” Obninsk, Russia, p. 400.
Okhotin, A. S., Borovikov, R. P., Nechayeva, T. V., Pushkarskiy, A.S., 1984, Heat Conduction of Solid Bodies, Moscow, Russia, p. 320 (in Russian).
Kirillov, P. L., Deniskina, N. B., 2000, “Thermal Properties of the Pool Heat Carriers,” Central Research Institute, Moscow, Russia, p. 42 (in Russian)


Grahic Jump Location
Fig. 1

Layout of the FT-2B experimental facility. 1, melting tank; 2, buffer vessel; 3, condenser; 4, vacuum pump; 5, liquid-metal pump; 6, ejector; 7, filter; 8, measuring vessel; 9, liquid-metal flow meter; 10, ejector collector; 11, melting-tank collector; 12, low-pressure collector; 13, measuring vessel; 14, liquid-metal electric pump; 15, buffer vessel; 16, filter; 17, experimental site; 18, melting tank; 19, seal collector; 20, ejector; 21, liquid-metal flow meter; 22, flow meter; 23, condenser; 24, coating samples tank; 25, high-pressure argon collector; 26, low-pressure argon collector; 27, hydrogen collector; 28, heater; 29, compressor; 30, flow meter; 31, vessel with hydrogen; 32, vessel with argon; 33, ES speed sensor; 34, measuring tanks; 35, high-pressure heat-sensor collector; 36; low-pressure speed-sensor collector; T, temperature sensor; M, pressure gauge; MB, vacuum pressure gauge; Y, level sensor; A, thermodynamic oxygen

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Fig. 2

Experimental model diagram

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Fig. 3

Microthermocouple embedding into test section. 1, Heat-transfer tube; 2, heat-transfer tube simulator; 3, test section casing; T-microthermocouple

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Fig. 4

Velocity sensor. 1, Test section casing; 2, heavy liquid-metal coolant flow; 3, deflector; 4, total pressure head off-take channel; 5, total pressure head recording unit; 6, transfer mechanism; 7, capillary tube; 8, measuring probe; 9, bellows; 10, guide flange; 11, bellows housing; 12, pressure recording unit tank; 13, free lead level; 14, electric-contact level annunciator; 15, gaseous system; 16, static pressure head off-take channel; 17, static pressure head recording unit; 18, thermoprobe; CY, point level switch

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Fig. 5

Local heat-transfer characteristics. Consolidated graphs Nu=f(Pe)

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Fig. 6

Integral heat-transfer characteristics. Consolidated graph Nu=f(Pe)

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Fig. 7

Dimensionless temperature profiles

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Fig. 8

Dimensionless temperature profiles

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Fig. 9

Velocity profile across the gap

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Fig. 10

Graphs of heat-transfer surface temperature variation in time. (a) Qgas=0. 012 m3/h, (b) Qgas=0. 028 m3/h, (c) Qgas=0. 068 m3/h, (d) Qgas=0. 127 m3/h, (e) Qgas=0. 186 m3/h, and (f) Qgas=0. 250 m3/h



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