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Atomic Energy

, Volume 84, Issue 5, pp 314–319 | Cite as

Role of the reynolds number in modeling natural convection in liquid metals

  • P. A. Ushakov
  • A. P. Sorokin
Article

Keywords

Convection Reynold Number Liquid Metal Natural Convection Modeling Natural Convection 
These keywords were added by machine and not by the authors. This process is experimental and the keywords may be updated as the learning algorithm improves.

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References

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    Specialists' Meeting “Evacuation of Decay Heat Removal by Natural Convection” IWGFR/88, February 22–23, 1993, IAEA, PNC, Japan.Google Scholar
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    F. Hofmann, C. Essig, S. Georgeoura, and D. Tenchine, “Investigation on natural convection decay heat removal for EFR. Status of the program,” ibid.. pp. 15–25.Google Scholar
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    Y. Eguchi, K. Yamamoto, T. Koga, et al., “Experimental and computational study on prediction on natural circulation in top entry loop-type FBR,” ibid., pp. 86–96.Google Scholar
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    Y. Eguch, H. Takeda, T. Koga, et al., “On quantitative prediction of natural circulation using a similarity law and scaled water test model,” Presented at 8th JAHR Working Group Meeting in Advanced Nuclear Reactor Thermal Hydraulics, June, 1995, Czech Republic.Google Scholar
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    P. A. Ushakov and A. P. Sorokin, “Problems of water modeling of the emergency removal of residual heat by natural convection,” Preprint FÉI-2585 (1997).Google Scholar
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    H. Takeda and T. Koga, “Study on similarity rule for natural circulation border test of LFMBR,” in: Specialists Meeting “Evaluation of Decay Heat Removal by Natural Convection” IWGFR/88, February 22–23, 1993, IAEA, PNC, Japan, pp. 58–66.Google Scholar

Copyright information

© Plenum Publishing Corporation 1998

Authors and Affiliations

  • P. A. Ushakov
  • A. P. Sorokin

There are no affiliations available

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