References
- J. D. HENRIE and A. K. POSTMA, “Analysis of the Three Mile Island (TMI-2) Hydrogen Burn,” Proc. Second Int. Mtg. Nuclear Thermalhydraulics, Santa Barbara, California, January 11–14, 1983, p. 1157, American Nuclear Society (1983).
- V. P. MANNO and M. W. GOLAY, “Analytical Modeling of Hydrogen Transport in Reactor Containments,” MIT-EL-83-009, MIT Energy Laboratory (Oct. 1983).
- A. L. CAMP et al., “HECTR: A Computer Program for Modeling the Response to Hydrogen Burns in Containment,” SAND 82-1964C, Sandia National Laboratories (1982).
- H. L. JAHN, “RALOC-A New Model for the Calculation of Local Hydrogen Concentrations in Subdivided Containments Under LOCA Aspects,” Proc. Topl. Mtg. Thermal Reactor Safety, Sun Valley, Idaho, July 31-August 4, 1977, Vol. 3, p. 629, American Nuclear Society (1977).
- K. K. MURATA et al., “CONTAIN: Recent Highlights in Code Testing and Validation,” Proc. Int. Mtg. Light Water Reactor Severe Accident Evaluation, Cambridge, Massachusetts, September 1983, TS5.8.
- M. J. THURGOOD, “Application of COBRA-NC to Hydrogen Transport,” presented at Second Hydrogen Workshop at Sandia National Laboratories, October 1982.
- J. R. TRAVIS, “HMS: A Model for Hydrogen Migration Studies in LWR Containments,” LA-NUREG-82-2702, Los Alamos National Laboratory (1982).
- D. S. TRENT and L. L. EYLER, “Application of the TEMPEST Computer Code for Simulating Hydrogen Distribution in Model Containment Structures,” presented at Second Hydrogen Workshop at Sandia National Laboratories, October 1982.
- M. ISHII, Thermo-Fluid Dynamic Theory of Two-Phase Flow, collection de la Direction des Etudes et Recherches d’Electricité de France, Paris (1975).
- C. R. BROADUS et al., “BEACON/MOD 3: A Computer Program for Thermal Hydraulic Analysis of Nuclear Reactor Containments –User’s Manual,” NUREG/CR-1148, U.S. Nuclear Regulatory Commission (Apr. 1980).
- F. H. HARLOW and A. A. AMSDEN, “Multifield Flow Calculations at All Mach Numbers,” J. Comp. Phys., 16, 1 (1974).
- B. E. LAUNDER and D. B. SPALDING, Mathematical Models of Turbulence, Academic Press, London (1972).
- A. A. AMSDEN and F. H. HARLOW, “The SMAC Method: A Numerical Technique for Calculating Incompressible Fluid Flows,” LA-4370, Los Alamos National Laboratory (May 1970).
- K. Y. HUH and M. W. GOLAY, “Treatment of Physical and Numerical Diffusion in Fluid Dynamic Simulations,” MIT-EL-83-011, MIT Energy Laboratory (Sep. 1983).
- T. A. PORSCHING et al., “Stable Numerical Integration of Conservation Equations for Hydraulic Networks,” Nucl. Sci. Eng., 43, 218 (1971).
- R. K. KUMAR et al., “Combustion of Hydrogen at High Concentrations Including the Effect of Obstacles,” Proc. Second Int. Mtg. Nuclear Thermalhydraulics, Santa Barbara, California, January 11–14, 1983, Vol. II, P-1203, American Nuclear Society (1983).
- G. LANGER et al., “Experimental Investigation of Hydrogen Transport in a Containment of a Light Water Reactor Following a Coolant Loss Accident,” Battelle, Frankfurt Institute (Oct. 1980) (translated).
- G. R. BLOOM et al., “Hydrogen Distribution in a Containment with a High-Velocity Hydrogen-Steam Source,” HEDL-SA-2682, Hanford Engineering Development Laboratory (Oct. 1982).