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Список литературы
|
|
|
1. |
Ю. Г. Рыков, Н. А. Зайцев, В. В. Кабанов, В. Г. Лысов, Р. Ф. Хабибуллин, “Возможная термодинамическая модель для использования в схеме прямого моделирования двухфазных потоков”, Препринты ИПМ им. М. В. Келдыша, 2012, 040, 19 с. http://library.keldysh.ru/preprint.asp?id=2012-40 |
2. |
Р. И. Нигматулин, Динамика многофазных сред, т. I, Наука, М., 1987, 464 с.; т. II, 360 с. |
3. |
Wendroff B., Two-fluid models: A critical survey, REPORT of Los Alamos Scientific Laboratory, 1979 |
4. |
Drew D. A., “Mathematical modeling of two-phase flow”, Ann. Rev. Fluid Mech., 15 (1983), 261–291 |
5. |
Geurst J. A., “Virtual mass in two-phase bubbly flow”, Physica, 129A (1985), 233–261 |
6. |
Chen J. R., Richardson S. M., Saville G., “Modelling of two-phase blowdown from pipelines. I: A hyperbolic model based on variational principles”, Chem. Eng. Sci., 50:4 (1995), 695–713 |
7. |
Kolev N., Multiphase flow dynamics, v. I, Fundamentals, Springer, 2005 |
8. |
RELAP5/MOD3 Code Manual, v.6+, Idaho National Engineering Laboratory, 1994 |
9. |
ANSYS CFX Release 12.1, Ansys Inc., 2009 |
10. |
Верификационный Отчет базовой версии расчетного комплекса СОКРАТ/В1, ИБРАЭ РАН, 2007 |
11. |
Radvogin Yu. B., Non-hyperbolicity of the two-phase flow equations and Kelvin–Helmholtz instability, Keldysh Inst. Appl. Math. Preprint № 125, 1995, 11 pp. |
12. |
Bouchut F., Brenier Y., Cortes J., Ripoll J.-F., “A hierarchy of models for two-phase flows”, J. Nonlinear Sci., 10 (2000), 639–660 |
13. |
R. T. Lahey (Jr.), “The prediction of phase distribution and separation phenomena using two-fluid models”, Boiling Heat Transfer, Elsevier Science Publ., Amsterdam, 85–122 |
14. |
Evje S., Flatten T., “On the wave structure of two-phase flow models”, SIAM J. Appl. Math., 67:2 (2007), 487–511 |
15. |
Murrone A., Guillard H., “A five equation reduced model for compressible two phase flow problems”, J. Comp. Phys., 202 (2005), 664–698 |
16. |
Allaire G., Clerc S., Kokh S., “A five equation model for the simulation of interfaces between compressible fluids”, J. Comp. Phys., 181 (2002), 577–616 |
17. |
Saurel R., Abgrall R., “A multiphase Godunov method for compressible multifluid and multiphase flows”, J. Comp. Phys., 150 (1999), 425–467 |
18. |
Dal Maso G., LeFloch P. G., Murat F., “Definition and weak stability of nonconservative products”, J. Math. Pure Appl., 74 (1995), 483–548 |
19. |
Gallouet T., Herard J.-M., Seguin N., “Numerical modeling of two-phase flows using the two-fluid two-pressure approach”, Math. Models Methods Appl. Sci., 14:5 (2004), 663–700 |
20. |
Kurganov A., “Well-balanced central-upwind scheme for compressible two-phase flows”, European Conference on Computational Fluid Dynamics (ECCOMAS CFD) (TU Delft, The Netherlands, 2006) |
21. |
Falcone G., Harrison B., “Model predicts more accurate PI”, Oil & Gas Journal, 2001, March 19, 41–45 |
22. |
Andrianov N., Analytical and numerical investigation of two-phase flows, PhD Thesis, Otto-von-Guericke Universitat Mgdeburg, 2003 |
23. |
Ghiaasiaan S. M., Two-phase flow, boiling and condensation in conventional and miniature systems, Cambridge university press, New York, 2008, 613 pp. |
24. |
Lahey R. T. (Jr.), Drew D. A., “The analysis of two-phase flow and heat transfer using a multidimensional, four field, two-fluid model”, Nuclear Engineering and Design, 204 (2001), 29–44 |
25. |
Lahey R. T. (Jr.), “On the computation of multiphase flows”, The 12th International Topical Meeting on Nuclear Reactor Thermal Hydraulics (NURETH-12) Log Number: KN4 Sheraton Station Square (Pittsburgh, Pennsylvania, U.S.A., September 30–October 4, 2007) |
26. |
Tryggvasson G., Bunner B., Esmaeeli S., Al-Rawahi D., Tauber J. N., Han H., Nas S., “A Front Tracking Method for Computation of Multiphase Flow”, J. Computational Physics, 169 (2001), 708–751 |
27. |
Nagrath S., Jansen K. E., Lahey R. T., “Computation of incompressible bubble dynamics with a stabilized finite element level set method”, Comput. Meth. Appl. Mech. Eng., 194:42–44 (2005), 4565–4587 |
28. |
Galimov A. Yu., Drew D. A., Lahey R. T. (Jr.), Moraga F. J., “The analysis of interfacial waves”, Nucl. Eng. Des., 235:10–12 (2005), 1283–1292 |
29. |
Lahey R. T. (Jr.), “On the direct numerical simulation of two-phase flows”, Nuclear Engineering and Design, 239 (2009), 867–879 |
30. |
Демьянов А. Ю., Динариев О. Ю., Евсеев Н. В., Основы метода функционала плотности в гидродинамике, Физматлит, М., 2009 |
31. |
Дьярмати И., Неравновесная термодинамика. Теория поля и вариационные принципы, Мир, М., 1974 |
32. |
Итоговый отчет по научно-исследовательской работе «Разработка жидкометаллической версии расчетного кода СОКРАТ для моделирования аварийных режимов реакторов на быстрых нейтронах с жидкометаллическим охлаждением», ИБРАЭ РАН |
33. |
Karabasov S. A., Goloviznin V. M., “Compact accurately boundary-adjusting high-resolution technique for fluid dynamics”, J. Comp. Phys., 228 (2009), 7426–7451 |
34. |
Karabasov S. A., Berloff P. S., Goloviznin V. M., “CABARET in the ocean gyres”, Ocean modeling, 30 (2009), 155–168 |
35. |
Базаров И. П., Термодинамика, Физматлит, М., 1961 |
36. |
J. M. Herard, O. Hurisse, “Some recent numerical advances for two-phase flow modeling in NEPTUNE project”, Int. J. Numer. Meth. Fluids, 59 (2009), 285–307 |