THE FORMATION AND THE EVOLUTION OF LARGE-SCALE VORTEX STRUCTURES IN STELLAR ACCRETION DISKS

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Resumo

Explaining the causes of angular momentum transfer in accretion stellar disks is an important astrophysical problem, since it is the process that determines the rate of accretion of matter onto the central gravitating body. Previously, within the framework of a two-dimensional approach, it was shown that the introduction of small perturbations into the flow of disk matter leads to the appearance of shear instability. This process is accompanied by the development of large-scale vortex structures. Their movement and evolution lead to a redistribution of angular momentum in the accretion disk. The action of the described mechanism was previously studied numerically only within a two-dimensional approximation, so the goal of the current work is to carry out full-scale three-dimensional modeling. The processes under study are described within the framework of the system of equations of ideal gas dynamics. The article briefly describes the method for their numerical integration, which is based on a conservative finite-difference scheme and the solution of the Riemann problem. The initial data is a stationary toroidal gas state surrounded by a matter with low density and pressure. At the next step, small perturbations of one of the gas-dynamic variables are introduced. The modeling and analysis of the results of numerical calculations show the emergence of vortex structures in the shear flow of a three-dimensional accretion disk. Their movement is accompanied by a redistribution of matter and angular momentum in the volume of the disk, leading to accretion of matter onto the central body.

Sobre autores

Z. Livenets

National Research Nuclear University MEPhI; The Federal State Unitary Enterprise Dukhov Automatics Research institute

Email: alex_lugovsky@mail.ru
Russia, Moscow; Russia, Moscow

A. Lugovsky

Keldysh Institute of Applied Mathematics of the RAS

Autor responsável pela correspondência
Email: alex_lugovsky@mail.ru
Russia, Moscow

Bibliografia

  1. М. В. Абакумов, С. И. Мухин, Ю. П. Попов, В. М. Чечеткин, Астрон. журн. 73 (3), 407 (1996).
  2. O. A. Kuznetsov, R. V. E. Lovelace, M. M. Romanova, and V. M. Chechetkin, 514 (2), 691 (1999).
  3. Н. И. Шакура, Астрон. журн. 49 (5), 921 (1972).
  4. J. F. Hawley, 528 (1), 462 (2000).
  5. Е. П Велихов, ЖЭТФ 36 (5), 1398 (1959).
  6. S. A. Balbus and J. F. Hawley, 376, 214 (1991).
  7. H. H. Klarh and P. Bodenheimer, 582 (2), 869 (2003).
  8. O. M. Belotserkovskii, V. M. Chechetkin, S. V. Fortova, A. M. Oparin, Yu P. Popov, A. Yu. Lugovsky, and S. I. Mu-khin, Astron. Astrophys. Trans. 25 (5–6), 419 (2006).
  9. O. M. Belotserkovskii, A. M. Oparin, and V. M. Chechetkin, Turbulence: new approaches (Cambridge Intern. Sci. Pub., 2005).
  10. А. Ю. Луговский, Ю. П. Попов, Журн. вычисл. мат. и мат. физики 55 (8), 1444 (2015).
  11. А. Ю. Луговский, В. М. Чечеткин, Астрон. журн. 89 (2), 120 (2012).
  12. А. Ю. Луговский, С. И. Мухин, Ю. П. Попов, В. М. Чечеткин, Астрон. журн. 85(10), 901 (2008).
  13. Е. П. Велихов, А. Ю. Луговский, С. И. Мухин, Ю. П. Попов, В. М. Чечеткин, Астрон. журн. 84 (2), 177 (2007).
  14. Т. Г. Елизарова, А. А. Злотник, М. А. Истомина, Астрон. журн. 95 (1), 11 (2018).
  15. Т. Г. Елизарова, М. А. Истомина, Квазигазодинамический алгоритм для полярной системы координат и пример численного моделирования неустойчивостей в аккреционном диске, Препринт ин-та прикладной математики им. М. В. Келдыша РАН № 92 (2016).
  16. P. Collela and P. R. Woodward, J. Comput. Phys. 54 (1), 174 (1984).

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Declaração de direitos autorais © З.Д. Ливенец, А.Ю. Луговский, 2023

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