G. F. Hewitt and N. S. Hall-taylor, Annular Two-phase Flow, 1970.

P. B. Whalley, P. Hutchinson, and G. F. Hewitt, The calculation of critical heat flux in forced convective boiling, Proceedings of the 5th International Heat Transfer Conference, 1974.

S. Jayanti and M. Valette, Prediction of dryout and post-dryout heat transfer at high pressures using a one-dimensional three-fluid model, International Journal of Heat and Mass Transfer, vol.47, pp.4895-4910, 2004.

S. Jayanti and M. Valette, Calculation of dry out and post-dry out heat transfer in rod bundles using a three field model, International Journal of Heat and Mass Transfer, vol.48, pp.1825-1839, 2005.

M. Valette, J. Pouvreau, D. Bestion, and P. Emonot, Revisiting large break LOCA with the CATHARE-3 three-field model, Nuclear Engineering and Design, vol.241, pp.4487-4496, 2011.

G. F. Hewitt and A. H. Govan, Phenomenological modelling of non-equilibrium flows with phase change, International Journal of Heat and Mass Transfer, vol.33, issue.2, pp.229-242, 1990.

T. Ueda, M. Inoue, and S. Nagatome, Critical heat flux and droplet entrainment rate in boiling of falling liquid films, International Journal of Heat and Mass Transfer, vol.24, issue.7, pp.1257-1266, 1981.

N. Hoyer, Calculation of dryout and post-dryout heat transfer for tube geometry, International Journal of Multiphase Flow, vol.24, issue.2, pp.319-334, 1998.

J. Wurtz, An experimental and theoretical investigation of annular steam-water flow in tubes and annuli at 30 to 90 bar, 1978.

T. Okawa, T. Kitahara, K. Yoshida, T. Matsumoto, and I. Kataoka, New entrainment rate correlation in annular two-phase flow applicable to wide range of flow condition, International Journal of Heat and Mass Transfer, vol.45, issue.1, pp.87-98, 2002.

C. Adamsson and H. Anglart, Film flow measurements for high-pressure diabatic annular flow in tubes with various axial power distributions, Nuclear Engineering and Design, vol.236, pp.2485-2493, 2006.

S. Kutateladze, Elements of the Hydrodynamics of Gas-Liquid Systems, Fluid Mechanics-Soviet Research, 1972.

G. B. Wallis, One-Dimensional Two-Phase Flow, 1969.

T. Okawa, A. Kotani, I. Kataoka, and M. Naito, Prediction of Critical Heat Flux in Annular Flow Using a Film Flow Model, Journal of Nuclear Science and Technology, vol.40, issue.6, pp.388-396, 2003.

S. Sugawara, Droplet deposition and entrainment modeling based on the three-fluid model, Nuclear Engineering and Design, vol.122, issue.1-3, pp.67-84, 1990.

A. H. Govan, Modelling of vertical annular and dispersed two-phase flows, 1990.

J. R. Barbosa, G. F. Hewitt, G. Konig, and S. M. Richardson, Liquid entrainment, droplet concentration and pressure gradient at the onset of annular flow in a vertical pipe, International Journal of Multiphase Flow, vol.28, issue.6, pp.943-961, 2002.

H. Anglart, Investigation of local dryout conditions in forced convection to water at high pressure in uniformly and non-uniformly heated vertical round tubes and annuli, Proceedings of NURETH-15, 2013.

S. Oh, B. Hizoum, P. Saha, B. Dooies, and D. Miranda, Film-droplet split correlation at the onset of annular-mist flow, Proceedings of NURETH-15, 2015.

A. Dasgupta, D. K. Chandraker, A. K. Vishnoi, and P. K. Vijayan, A new methodology for estimation of initial entrainment fraction in annular flow for improved dryout prediction, Annals of Nuclear Energy, vol.75, pp.323-330, 2015.

A. Dasgupta, D. K. Chandraker, and P. K. Vijayan, SCADOP: Phenomenological modeling of dryout in nuclear fuel rod bundles, Nuclear Engineering and Design, vol.293, pp.127-137, 2015.

T. Okawa, A. Kotani, I. Kataoka, and M. Naito, Prediction of the critical heat flux in annular regime in various vertical channels, Nuclear Engineering and Design, vol.229, pp.223-236, 2004.

T. Okawa and I. Kataoka, Correlations for the mass transfer rate of droplets in vertical upward annular flow, International Journal of Heat and Mass Transfer, vol.48, pp.4766-4778, 2005.

J. W. Lane, The development of a comprehensive annular flow modeling package for two-phase three-field transient safety analysis codes, 2009.

J. W. Lane, D. L. Aumiller, F. Cheung, and L. E. Hochreiter, A self-consistent three-field constitutive model set for predicting co-current annular flow, Nuclear Engineering and Design, vol.240, pp.3294-3308, 2010.

F. Secondi, C. Adamsson, and J. Corre, An assessment of entrainment correlations for the dryout prediction in BWR fuel bundles, Proceeding of NURETH-13, 2009.

V. I. Milashenko, B. I. Nigmatulin, V. V. Petukhov, and N. I. Trubkin, Burnout and distribution of liquid in evaporative channels of various lengths, International Journal of Multiphase Flow, vol.15, pp.393-402, 1989.

G. F. Hewitt and D. J. Pulling, Liquid entrainment in adiabatic steam-water flow, 1969.

K. Singh, C. C. St, W. A. Pierre, E. O. Cargo, and . Moeck, Liquid film flow rates in two-phase flow of steam and water at 1000 psia, AIChE Journal, vol.15, pp.51-56, 1969.

R. K. Keeys, J. C. Ralph, and D. N. Roberts, Liquid entrainment in adiabatic steam-water flows at 500 and 1000 P.S.I.A (3.447 and 6.894×10 6 N/m 2 ), 1970.