Approaches to modeling gas-phase transport in heavy liquid-metal coolant flow in the HYDRA-IBRAE/LM code, which is actual for safety validation of nuclear reactors with a leak in the steam-generator tubes, are examined. A hierarchy of models for determining the dispersed-particle size that are implemented in the code for bubble flow is presented: empirical correlation, transport equation for the density of the interfacial surface area, and kinetic equation for the particle-size distribution function. The results of test calculations are presented.
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References
N. A. Mosunova, V. M. Alipchenkov, N. A. Pribaturin, et al., “Lead coolant modeling in system thermal-hydraulic code HYDRA-IBRAE/LM and some validation results,” Nucl. Eng. Des., 359, No. 1104631 (2020).
V. M. Alipchenkov, A. M. Anfimov, D. A. Afremov, et al., “Fundamentals, current state of the development of, and prospects for further improvement of the new-generation thermal-hydraulic computational HYDRA-IBRAE/LM code for simulation of fast reactor systems,” Thermal Eng., 63, No. 2, 130–139 (2016).
R. Salko and M. Avramova, CTF Theory Manual, CASL-U–2016-1110-000.
T. Hibiki and M. Ishii, “Interfacial area concentration of bubbly flow systems,” Chem. Eng. Sci., No. 57, 3967–3977 (2002).
W. Yao and C. Morel, “Volumetric interfacial area prediction in upward bubbly two-phase flow,” Int. J. Heat Mass Trans., No. 47, 307–328 (2004).
M. Díaz, A. Iranzo, D. Cuadra, et al., “Numerical simulation of the gas–liquid flow in a laboratory scale bubble column: influence of bubble size distribution and non-drag forces,” Chem. Eng. J., 139, No. 2, 363–379 (2008).
F. Lehr, M. Millies, and D. Mewes, “Bubble-size distribution and flow fields in bubble columns,” AIChE J., 48, No. 11, 2426–2443 (2002).
M. Williams and S. Loyalka, Aerosol Science: Theory and Practice with Special Applications to the Nuclear Industry, Pergamon Press, Oxford (1991).
V. N. Piskunov, Theoretical Models of the Kinetics of Aerosol Formation, RFYaTs – VNIIEF, Sarov (2000).
S. Lo, Application of Population Balance to CFD Modelling of Bubbly Flow via the MUSIG Model, Techn. Rep. AEAT-1096 (1996).
J. Kumar, Numerical Approximations of Population Balance Equations in Particulate Systems: Dis. Dr., University Magdeburg, Germany, 04.10.2006.
M. Hounslow, R. Ryall, and V. Marshall, “A discretized population balance for nucleation, growth, and aggregation,” AIChE J., No. 34, 1821–1832 (1988).
E. Wynn, “Improved accuracy and convergence of discretized population balance of Lister et. al.,” AIChE J., 42, 2084–2086 (1996).
N. A. Mosunova, “Integral code EUCLID/V1 for safety substantiation of fast neutron reactors with liquid metal coolant. Part 1. Basic models,” Teploenergetika, No. 5, 69–84 (2018).
J. Simmons, J. Sprittles, and Y. Shikhmurzaev, “The formation of a bubble from a submerged orifice,” Europ. J. Mech.-B/Fluids, 53, 24–36 (2015).
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Translated from Atomnaya Énergiya, Vol. 129, No. 3, pp. 134–141, September, 2020.
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Alipchenkov, V.M., Grudtsyn, Y.V. & Mosunova, N.A. Modeling of Gas-Phase Transport in Heavy Liquid-Metal Coolant Flow in the HYDRA-IBRAE/LM Thermohydraulic Code. At Energy 129, 127–134 (2021). https://doi.org/10.1007/s10512-021-00723-w
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DOI: https://doi.org/10.1007/s10512-021-00723-w