Using the cabaret scheme for the numerical approximation of the equations of the two-fluid model

 
PIIS004446690002529-2-1
DOI10.31857/S004446690002529-2
Publication type Article
Status Published
Authors
Affiliation: IBRAE RAS
Address: Russian Federation
Affiliation: IBRAE RAS
Address: Russian Federation
Journal nameZhurnal vychislitelnoi matematiki i matematicheskoi fiziki
EditionVolume 58 Issue 9
Pages1505-1516
Abstract

  

Keywords
Received19.12.2018
Publication date19.12.2018
Cite   Download pdf To download PDF you should sign in
Размещенный ниже текст является ознакомительной версией и может не соответствовать печатной

views: 937

Readers community rating: votes 0

1. Nigmatulin R.I. Dinamika mnogofaznykh sred. Ch. 1. M.: Nauka, 1987. 464 s.

2. TRAC–M/FORTRAN90 (Version 3.0). Theory Manual. Los Alamos National Laboratory. Los Alamos. New Mexico. Pennsylvania State University. University Park. Pennsylvania. July, 2000.

3. RELAP5/MOD3. Code manual. NUREG/CR?5535. Idaho National Engng Laboratory. 1995.

4. Dragunov Yu.G., Bykov M.A., Vasilenko V.A., Migrov Yu.A. Opyt primeneniya i razvitie raschetnogo koda KORSAR dlya obosnovaniya bezopasnosti AEhS s VVEhR // Teploehnergetika. 2006. № 1. 43 s.

5. Alipchenkov V.M., Anfimov A.M., Afremov D.A., Gorbunov V.S., Zejgarnik Yu.A., Kudryavtsev A.V., Osipov S.L., Mosunova N.A., Strizhov V.F., Usov Eh.V. Bazovye polozheniya, tekuschee sostoyanie razrabotki i perspektivy dal'nejshego razvitiya teplogidravlicheskogo raschetnogo koda novogo pokoleniya HYDRA-IBRAE/LM dlya modelirovaniya reaktornykh ustanovok na bystrykh nejtronakh // Teploehnergetika. 2016. № 2. 54 s.

6. Ransom V.H., Hicks D.L. Hyperbolic two-pressure models for two-phase flow // J. of Computational Physics. 1984. V. 53. P. 124.

7. Stewart H.B., Wendroff B. Two-phase flow: models and methods // J. of Computational Physics. 1984. V. 56. P.363.

8. Drew D.A., Lahey, R.T. Application of general constitutive principles to the derivation of multidimensional two-phase flow equations // Int. J. Multiphase Flow. 1979. V. 5. P. 243.

9. Lahey R.T., Cheng L.Y., Drew D.A., Flaherty F.J. The Effect of Virtual Mass on the Numerical Stability of Accelerating Two-Phase Flows // Int. J. of Multiphase Flow. 1980. V. 6. P. 281.

10. Song J.H., Ishii M. The Well-Posedness of incompressible one-dimensional Two-fluid model // Int. J. of Heat and Mass Transfer. 2000. V. 43. P. 2221.

11. Fullmer W.D., Ransom V.H., Lopez de Bertodano M.A. Linear and nonlinear analysis of an unstable, but well-posed, onedimensional two-fluid model for two-phase flow based on the inviscid Kelvin–Helmholtz instability // Nucl. Engng. Des. 2014. V. 268. P. 173.

12. Ramshaw J.D., Trapp J.A. Characteristics, stability and short wavelength phenomena in two-phase flow equation systems // Nucl. Sci. Engng. 1973. V.66. P.93.

13. Chang M.S., Lee S.J., Lee W.J., Chang K.S. An interfacial pressure jump model for two-phase bubbly flow // Numerical Heat Transfer. Part B. 2001. V. 40. P. 83.

14. Chung M.S., Chang K.S., Lee S.J. Wave propagation in two-phase flow based on a new hyperbolic two-fluid model // Numerical Heat Transfer. Part A. 2000. V. 38. P. 169.

15. Chang M.S., Lee S.J., Lee W.J., Chang K.S. Numerical solution of hyperbolic two-fluid two-phase flow model with nonreflecting boundary conditions // Int. Journal of Engng. Sci. 2002. V. 40. P.789.

16. Saurel R., LeMetayer O. A multiphase model for compressible flows with interfaces, shocks, detonation waves and cavitation // J. of Fluid Mechanics. 2001. V.431. P.239.

17. Goloviznin V.M., Zajtsev M.A., Karabasov S.A., Korotkin I.A. Novye algoritmy vychislitel'noj gidrodinamiki dlya mnogoprotsessornykh vychislitel'nykh kompleksov. M.: Izd-vo Moskovskogo universiteta. 2013. C. 480.

18. Goloviznin V.M. Balansno-kharakteristicheskij metod chislennogo resheniya odnomernykh uravnenij gazovoj dinamiki v ehjlerovykh peremennykh // Matem. modelirovanie. 2006. T. 18. № 11. s. 14.

19. Godunov S.K. Raznostnyj metod chislennogo rascheta razryvnykh reshenij: Matem. cbornik. 1959. T. 47. Vyp. 3. S. 271.

20. Rusanov V.V. Raschet vzaimodejstviya udarnykh voln s prepyatstviyami // Zh. vychisl. matem. i matem. fiz. 1961. T. 1. № 2. S. 267.

21. Ransom V.H. Numerical Benchmark Tests // Multiphase Science and Technology. 1987. V.3. i. 1–4. P. 465.

Система Orphus

Loading...
Up