Radiative and Convective Heat Transfer in the Gas Cavity of VVER-1200 Melt Trap
Heat transfer in the gas cavity of the melt trap for the VVER-1200 core is studied. A model problem is solved numerically in a configuration where the cavity boundaries are close to that obtained after the formation of the melt pool. Heat transfer by radiation is calculated by three methods: in the...
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Published in: | Atomic energy (New York, N.Y.) Vol. 125; no. 2; pp. 112 - 118 |
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Abstract | Heat transfer in the gas cavity of the melt trap for the VVER-1200 core is studied. A model problem is solved numerically in a configuration where the cavity boundaries are close to that obtained after the formation of the melt pool. Heat transfer by radiation is calculated by three methods: in the approximation of a transparent medium taking account of the angular coefficients of radiation emission of sections of the cavity boundaries, by the DTRM method suitable for calculating radiation transfer in a medium with arbitrary optical density, and by the diffusion method in the Rosseland approximation. It is shown that the dominant mechanism is thermal radiation; the contribution of convection of the gas is relatively small. The influence of the choice of computational method on heat transfer in a gas cavity with different absorption is evaluated. |
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AbstractList | Heat transfer in the gas cavity of the melt trap for the VVER-1200 core is studied. A model problem is solved numerically in a configuration where the cavity boundaries are close to that obtained after the formation of the melt pool. Heat transfer by radiation is calculated by three methods: in the approximation of a transparent medium taking account of the angular coefficients of radiation emission of sections of the cavity boundaries, by the DTRM method suitable for calculating radiation transfer in a medium with arbitrary optical density, and by the diffusion method in the Rosseland approximation. It is shown that the dominant mechanism is thermal radiation; the contribution of convection of the gas is relatively small. The influence of the choice of computational method on heat transfer in a gas cavity with different absorption is evaluated. |
Author | Tarasov, O. V. Filippov, A. S. Valetov, D. K. Kamenskaya, D. D. |
Author_xml | – sequence: 1 givenname: D. D. surname: Kamenskaya fullname: Kamenskaya, D. D. organization: Nuclear Safety Institute, Russian Academy of Sciences (IBRAE RAN) – sequence: 2 givenname: O. V. surname: Tarasov fullname: Tarasov, O. V. organization: Nuclear Safety Institute, Russian Academy of Sciences (IBRAE RAN) – sequence: 3 givenname: A. S. surname: Filippov fullname: Filippov, A. S. organization: Nuclear Safety Institute, Russian Academy of Sciences (IBRAE RAN) – sequence: 4 givenname: D. K. surname: Valetov fullname: Valetov, D. K. organization: Nuclear Safety Institute, Russian Academy of Sciences (IBRAE RAN) |
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Cites_doi | 10.1016/j.nucengdes.2016.10.003 10.5516/NET.2009.41.5.561 |
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References | FilippovASGrigoryevSYTarasovOVOn the possible role of thermal radiation in containment thermal hydraulics experiments by the example of CFD analysis of TOSQAN T114 air-He testNucl. Eng. Design201631017518610.1016/j.nucengdes.2016.10.003 KhabenskyVBGranovskyVSBechtaSVGusarovVVSevere accident management concept of the VVER-1000 and the justifi cation of corum retention in a crucible-type core catcherNucl. Eng. Technol.200941556157410.5516/NET.2009.41.5.561 D. D. Kamenskaya and A. S. Filippov, “Numerical modeling of heat transfer in the gas cavity of a melt trap,” in: 10th Int. Sci.-Techn. Conf. on Safety Security of NPP with VVER, OKB Gidropress, May 16–19, 2017, pp. 31–40. Yu. A. Zvonarev, D. F. Tsurikov, V. L. Kobzar’, et al., “Computational analysis of the operating efficiency of a melt trap for VVER-1200,” Vopr. At. Nauki Tekhn. Ser. Fiz. Metody Rasch. Yad. Reakt., No. 1, 68–78 (2010). L. I. Bolshov and V. F. Strizhov, “SOCRAT – the system of codes for realistic analysis of severe accidents,” in: ICAPP’06, USA, June 4–8, 2006, p. 6439. MosunovaNASapeginSAFilippovASVerifi cation of heat transfer models in the HEFEST moduleIzv. RAN, Energetika201034382 V. G. Asmolov, S. V. Bechta, V. M. Berkovich, et al., “Crucible type core catcher for VVER-1000 reactor,” in: Proc. ICAPP’05, Seoul, Korea, May 15–19, 2005, p. 5328. R. Siegel and J. Howell, Thermal Radiation Heat Transfer, Hemisphere, Washington (1992). A. S. Filippov, Development, Verification, and Application of Software for Computational Analysis of the Late Stage of a Serious Accident at NPP with VVER: Doct. Dissert. Techn. Sci., IBRAE RAN, Moscow (2013). A. S. Sidorov, “Melt trap for NPP with VVER-1200,” in: 7th Int. Sci. Techn. Conf. on Safety Security of NPP with VVER, OKB Gidropress, Podolsk, May 17–20, 2011, pp. 80–93. 451_CR1 VB Khabensky (451_CR2) 2009; 41 451_CR10 NA Mosunova (451_CR6) 2010; 3 451_CR5 451_CR4 451_CR3 AS Filippov (451_CR8) 2016; 310 451_CR9 451_CR7 |
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Snippet | Heat transfer in the gas cavity of the melt trap for the VVER-1200 core is studied. A model problem is solved numerically in a configuration where the cavity... |
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SubjectTerms | Approximation Boundaries Computer applications Convection Convective heat transfer Energy industry Hadrons Heat transfer Heavy Ions Mathematical models Nuclear Chemistry Nuclear Energy Nuclear Physics Nuclear power plants Nuclear reactors Optical density Physics Physics and Astronomy Radiation Thermal radiation |
Title | Radiative and Convective Heat Transfer in the Gas Cavity of VVER-1200 Melt Trap |
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