6 The Investigation of the Evolution of Cluster Beam …
85
18. Zeldovich, J.: Theory of the formation of a new phase. J. Expl. Theor. Phys. (USSR) 12, 525
(1942) (in Russian)
19. Frenkel, J.: Kinetic Theory of Liquids. Dover, New York (1955)
20. Kalikmanov, V.I., Wolk, J., Kraska, T.: Argon nucleation: bringing together theory, simulation
and experiment. J. Chem. Phys. 128, 124506.1–124506.8 (2008)
21. Bykov, N.Y., Gorbachev, Yu.E.: On parameters of size-corrected modification of classical
nucleation theory for water. AIP Conf. Proc. 1738, 090008.1–090008.4 (2016)
22. Wyslouzil, B.E., Heath, C.H., Cheung, J.L., Wilemski, G.: Binary condensation in a super-sonic
nozzle. J. Chem. Phys. 113(17), 7317–7329 (2000)
23. Luo, X., Cao, Y., Xie, H., Qin, F.: Moment method for unsteady flows with heterogeneous
condensation. Comput. Fluids 146, 51–58 (2017)
24. Abgaryan, V.K., Gidaspov, V.Y., Nadiradze, A.B., Semenov, A.A.: Ion–electron recombination
and heat fluxes in high-frequency ion thrusters. Tech. Phys. Lett. 45(2), 123–125 (2019)
25. Sova, L., Jun, G., Stastny, M.: Modifications of steam condensation model implemented in
commercial solver. AIP Conf. Proc. 1889, 020039.1–020039.8 (2017)
26. Zhu, X., Lin, Z., Yuan, X., Tejima, T., Niizeki, Y., Shibukawa, N.: Non-equilibrium condensing
flow modeling in nozzle and turbine cascade. Int. J. Gas Turbine Propuls. Power Syst. 4(3),
9–16 (2012)
27. Dykas, S., MajKut, M., Smolka, K., Strozik, M.: An attempt to make, a reliable assessment of
the wet steam flow field in the de Laval nozzle. Heat Mass Transf. 54, 2675–2681 (2018)
28. Bakhtar, F., Young, J.B., White, A.J., Simpson, D.A.: Classical nucleation theory and its application to condensing steam flow calculations. Proc. Inst. Mech. Eng. Part C: J. Mech. Eng. Sci.
219(12), 1315–1333 (2005)
29. Hagena, O.F.: Cluster beams from nozzle sources: molecular beams and low density gas
dynamics. In: Wegener, P.P. (ed.) Molecular Beams and Low Density Gasdynamics, pp. 93–181.
Dekker, New York (1974)
30. Hagena, O.F., Obert, W., Chem, J.: Cluster formation in expanding supersonic jets: effect of
pressure, temperature, nozzle size, and test gas. J. Chem. Phys. 56, 1793–1802 (1972)
31. Luo, X.: Unsteady Flows with Phase Transition. Technische Universiteit Eindhoven, Eindhoven
(2004)
32. Kortsenshteyn, N.M., Yastrebov, A.K.: Colloid. Droplet temperature distribution in the course
of condensation relaxation of supersaturated vapor. Colloid J. 77(1), 38–45 (2015)
33. Ivanov, I.E., Nazarov, V.S., Gidaspov, V.Yu., Kryukov, I.A.: Numerical simulation of the process
of phase transitions in gas-dynamic flows in nozzles and jets. In: Jain, L.C., Favorskaya,
M.N., Nikitin, I.S., Reviznikov, D.L. (eds.) Advances in Theory and Practice of Computational
Mechanics: Proceedings of the 21st International Conference on Computational Mechanics and
Modern Applied Software Systems, SIST, vol. 173, pp. 133–150. Springer, Singapore (2019)
34. Hill, P.G.: Condensation of water vapour during supersonic expansion in nozzles. J. Fluid
Mech. 593–620 (1966)
35. Young, J.B.: The spontaneous condensation in supersonic nozzles. Phys.-Chem. Hydrodyn.
3(1), 57–82 (1982)
36. Gyarmathy, G.T.: Grundlageiner Theorie der Nassdampfturbine. Dissertation, Juris Verlad,
Zurich (1960)
37. Hagmeijer, R., IJzermans, R.H.A., Put, F.: Solution of the general dynamic equation along
approximate fluid trajectories generated by the method of moments. Phys. Fluids 17(5),
056101.1–056101.12 (2005)
38. Nazarov, V.S., Ivanov, I.E., Kryukov, I.A., Gidaspov, V.U.: Modeling the dynamics of a gasdroplet substance in nozzles, taking into account the phase transition. J. Phys.: Conf. Ser. 1250,
012026.1–012026.10 (2019)
85
18. Zeldovich, J.: Theory of the formation of a new phase. J. Expl. Theor. Phys. (USSR) 12, 525
(1942) (in Russian)
19. Frenkel, J.: Kinetic Theory of Liquids. Dover, New York (1955)
20. Kalikmanov, V.I., Wolk, J., Kraska, T.: Argon nucleation: bringing together theory, simulation
and experiment. J. Chem. Phys. 128, 124506.1–124506.8 (2008)
21. Bykov, N.Y., Gorbachev, Yu.E.: On parameters of size-corrected modification of classical
nucleation theory for water. AIP Conf. Proc. 1738, 090008.1–090008.4 (2016)
22. Wyslouzil, B.E., Heath, C.H., Cheung, J.L., Wilemski, G.: Binary condensation in a super-sonic
nozzle. J. Chem. Phys. 113(17), 7317–7329 (2000)
23. Luo, X., Cao, Y., Xie, H., Qin, F.: Moment method for unsteady flows with heterogeneous
condensation. Comput. Fluids 146, 51–58 (2017)
24. Abgaryan, V.K., Gidaspov, V.Y., Nadiradze, A.B., Semenov, A.A.: Ion–electron recombination
and heat fluxes in high-frequency ion thrusters. Tech. Phys. Lett. 45(2), 123–125 (2019)
25. Sova, L., Jun, G., Stastny, M.: Modifications of steam condensation model implemented in
commercial solver. AIP Conf. Proc. 1889, 020039.1–020039.8 (2017)
26. Zhu, X., Lin, Z., Yuan, X., Tejima, T., Niizeki, Y., Shibukawa, N.: Non-equilibrium condensing
flow modeling in nozzle and turbine cascade. Int. J. Gas Turbine Propuls. Power Syst. 4(3),
9–16 (2012)
27. Dykas, S., MajKut, M., Smolka, K., Strozik, M.: An attempt to make, a reliable assessment of
the wet steam flow field in the de Laval nozzle. Heat Mass Transf. 54, 2675–2681 (2018)
28. Bakhtar, F., Young, J.B., White, A.J., Simpson, D.A.: Classical nucleation theory and its application to condensing steam flow calculations. Proc. Inst. Mech. Eng. Part C: J. Mech. Eng. Sci.
219(12), 1315–1333 (2005)
29. Hagena, O.F.: Cluster beams from nozzle sources: molecular beams and low density gas
dynamics. In: Wegener, P.P. (ed.) Molecular Beams and Low Density Gasdynamics, pp. 93–181.
Dekker, New York (1974)
30. Hagena, O.F., Obert, W., Chem, J.: Cluster formation in expanding supersonic jets: effect of
pressure, temperature, nozzle size, and test gas. J. Chem. Phys. 56, 1793–1802 (1972)
31. Luo, X.: Unsteady Flows with Phase Transition. Technische Universiteit Eindhoven, Eindhoven
(2004)
32. Kortsenshteyn, N.M., Yastrebov, A.K.: Colloid. Droplet temperature distribution in the course
of condensation relaxation of supersaturated vapor. Colloid J. 77(1), 38–45 (2015)
33. Ivanov, I.E., Nazarov, V.S., Gidaspov, V.Yu., Kryukov, I.A.: Numerical simulation of the process
of phase transitions in gas-dynamic flows in nozzles and jets. In: Jain, L.C., Favorskaya,
M.N., Nikitin, I.S., Reviznikov, D.L. (eds.) Advances in Theory and Practice of Computational
Mechanics: Proceedings of the 21st International Conference on Computational Mechanics and
Modern Applied Software Systems, SIST, vol. 173, pp. 133–150. Springer, Singapore (2019)
34. Hill, P.G.: Condensation of water vapour during supersonic expansion in nozzles. J. Fluid
Mech. 593–620 (1966)
35. Young, J.B.: The spontaneous condensation in supersonic nozzles. Phys.-Chem. Hydrodyn.
3(1), 57–82 (1982)
36. Gyarmathy, G.T.: Grundlageiner Theorie der Nassdampfturbine. Dissertation, Juris Verlad,
Zurich (1960)
37. Hagmeijer, R., IJzermans, R.H.A., Put, F.: Solution of the general dynamic equation along
approximate fluid trajectories generated by the method of moments. Phys. Fluids 17(5),
056101.1–056101.12 (2005)
38. Nazarov, V.S., Ivanov, I.E., Kryukov, I.A., Gidaspov, V.U.: Modeling the dynamics of a gasdroplet substance in nozzles, taking into account the phase transition. J. Phys.: Conf. Ser. 1250,
012026.1–012026.10 (2019)