FORMATION OF LOPSIDED AND BAR STRUCTURES IN NON-STATIONARY GRAVITATING SYSTEMS: II-ANISOTROPIC CASE
DOI:
https://doi.org/10.71330/thenucleus.2013.744Abstract
In the present study, growth rates of non-stationary model of radially gravitating disk with an anisotropic velocity diagram is constructed. We have focused on two oscillation modes i.e. lopsided and bar-like modes. Critical diagrams of the initial virial ratio and rotation parameter are obtained for these two perturbation oscillation modes. A comparative analysis shows that lopsided mode again dominate the bar-like mode, like its isotropic case, against all the values of rotation parameter for anisotropic non-stationary model.References
M. Sultana and M.Khalid, The Nuclues 50
(2013) 285.
S.N.Nuritdinov, AstronomicheskiiTriskulyar 9
(1992)1553.
G.S. Bisnovatyai-Kogen and a. B. Zel'Dovich,
Astrofizika J. 6 (1970) 387.
S.N. Nuritdinov, K.T. Mirtadjieva and M.
Sultana, Astrophysics J. 51 (2008) 410.
S.N. Nuritdinov, Astron. Zh. 68 (1991) 763.
V.A. Antonov and S.N. Nuritdinov, Astron.
Zh. 58 (1981)1158.
S.N. Nuritdinov, Pis'ma Astron. Zh. 11 (1985)
M. Sultana and M. Khalid, The Research
Journal of Science & Technology 3 (2012)
S.N. Nuritdinov, K.T. Mirtadijieva, M. Sultana
and M. Khalid, Experimental & Theoretical
Physics J. 3 (2008) 201.
I.G. Malkin, Theory of Stability of Oscillation
Motion’ Nauka, Alma-Ata, Moscow (1967).
M. Sultana and M. Khalid, The Research
Journal of Science & Technology 3 (2012)
M. Khalid, Mathematical Modeling of
Lopsided Structures in Self-gravitating
System, Ph.D. Dissertation, Federal Urdu
University, Karachi, Pakistan (2013).
Downloads
Published
How to Cite
Issue
Section
License
For all articles published in The Nucleus, copyright is retained by the authors. Articles are licensed under an open access licence [CC Attribution 4.0] meaning that anyone may download and read the paper for free. In addition, the article may be reused and quoted provided that the original published version is cited properly.