DOI QR코드

DOI QR Code

Flow Analysis of POSRV Subsystem of Standard Korean Nuclear Reactor

한국 표준형 원전의 POSRV 하부 배관 유동해석

  • 권순범 (경북대학교 기계공학부) ;
  • 김인구 (한국 원자력 안전기술원) ;
  • 안형준 (한국 원자력 안전기술원) ;
  • 이동은 (경북대학교 대학원 기계공학과) ;
  • 백승철 (경북대학교 대학원 기계공학과) ;
  • 이병은 (한국항공기능대학)
  • Published : 2003.10.01

Abstract

In order to investigate the flows with shock wave in branch, 108$^{\circ}$ elbow and T-junction of the IRWST system of standard Korean nuclear reactor, detail time dependent behaviors of unsteady flow with shock wave, vortex and so on are obtained by numerical method using compressible three-dimensional Navier-Stokes equations. At first, the complex flow including the incident and reflected shock waves, vortex and expansion waves which are generated at the corner of T-junction is calculated by the commercial code of FLUENT6 and is compared with the experimental result to obtain the validation of numerical method. Then the flow fields in above mentioned units are analyzed by numerical method of [mite volume method. In numerical analysis, the distributions of flow properties with the moving of shock wave and the forces acting on the wall of each unit which can be used to calculate the size of supporting structure in future are calculated specially. It is found that the initial shock wave of normal type is re-established its type from an oblique one having the same strength of the initial shock wave at the 4 times hydraulic diameters of downstream from the branch point of each unit. Finally, it is turned out that the maximum force acting on the pipe wall becomes in order of the T-junction, 108$^{\circ}$ elbow and branch in magnitude, respectively.

Keywords

References

  1. Igra, O., Wang, L., Falcovitz, J. and Heilig, W., 1998, 'Shock Wave Propagation in a Branched Duct,' Shock Wave Journal, No. 8, p. 375 https://doi.org/10.1007/s001930050130
  2. Kage, K., Hamakawa, H., Ishimatsu, K. and Gunawan, Y., 1997, 'Numerical Study of the Stabilizing Process of Nonuniform Shock Waves Propagating in Branched Ducts,' JSME Journal, ICFE97-214. p. 391
  3. Heilig, W. H., 1975, 'Propagation of Shock Waves in Various Branched Ducts,' Proc. 10th Intl. Shock Tube Symp., p. 273
  4. Kim, H. S. and Kim, H. D., 2002, 'Study of the Shock Wave Propagating through a Branched Pipe Bend,' ISSN1229-9014, p. 165
  5. Li, H. and Ben-Dor, G., 1999, 'Analysis of Double-Mach-Reflection Wave Configurations with Convexly Curved Mach Stems,' Shock Waves Journal, No. 9, p. 319 https://doi.org/10.1007/s001930050192
  6. Watanabe, M., Saito, T. and Takayama, K., 1990, 'Study of Shock Wave Propagation Past a Circular Cross Sectional 90 Degree Bend,' Shock Wave Symp., p.329
  7. Matsuo, K. and Ikui, T., 1983, 'Mechanics of Shock Waves,' Corona Press, p. 179