Open Access
Article
Spherically Symmetric Static Charged Anisotropic Fluid in Rosen's Bimetric Theory of Gravitation
*A. H. HasmaniCorresponding authorah_hasmani@spuvvn.eduDepartment of MathematicsSardar Patel UniversityVallabh Vidyanagar, Gujarat, 388120, IndiaView full profile → , D.N. PandyaDepartment of MathematicsSardar Patel UniversityVallabh Vidyanagar, Gujarat, 388120, IndiaView full profile →
* Corresponding author · click or hover a name for details
- Received:
- 20 May 2017
- Accepted:
- 27 Dec 2017
- Published Online:
- 16 May 2019
- Article type:
- Article
- Language:
- EN
- Article no.:
- 1726037X.2018.1453655
- Pages:
- 13–21
Abstract
In this paper we have obtained an exact solution for the static spherically symmetric space-time with charged anisotropic fluid distribution in context of Rosen's Bimetric General Relativity (BGR).
Keywords
Subject Classifications
83D05
References
- Berger, S., Hojman, R., and Santamarina, J., General exact solutions of Einstein equations for static perfect fluids with spherical symmetry , Journal of Mathematical Physics , Vol. 28 , 2949 - 2950 ( 1987 ).
- Falik, D., and Rosen, N., Particle Field in Bimetric General Relativity , The Astrophysical Journal , Vol. 239 , 1024 - 1031 ( 1980 ).
- Harpaz, A., and Rosen, N., Compact Objects in Bimetric General Relativity , The Astrophysical Journal , Vol. 291 , 417 - 421 ( 1985 ).
- Hasmani, A.H., and Rathva, G.A., Algebraic Computations in General Relativity using Mathematica , Prajna Journal of Pure and Applied Sciences , Vol. 15 , 111 ( 2007 ).
- Hojman, R., and Santamarina, J., Exact solutions of plane symmetric cosmological models , Journal of Mathematical Physics , Vol. 25 , 1973 - 1974 ( 1984 ).
- Khadekar, G.S., and Kondawar, G., Spherically Symmetric Static Fluids in Rosen’s Bimetric Theory of Gravitation , Journal of Dynamical Systems & Geometric Theories , Vol. 4 , Number 1 , 95 - 102 ( 2006 ).
- Rosen, N., Theory of gravitation , Ann. Phys. N. Y., Vol. 84 , 455 - 473 ( 1974 ).
- Rosen, N., Bimetric gravitation theory on a cosmological basis , General Relativity and Gravitation , Vol. 9 , 339 - 351 ( 1978 ).
- Rosen, N., Bimetric General Relativity and Cosmology , General Relativity and Gravitation , Vol. 12 , Number 7 , 493 - 510 ( 1980 ).
- Singh, T., Singh, G. P., and Helmi, A. M., A Unified Approach to Charged-Fluid Distributions in General Relativity , Il Nuovo Cimento , Vol. 109 B, Number 2 , 141 - 147 ( 1994 ).
Views: 43Downloads: 57Citations: 0




