Commenced in January 2007
Frequency: Monthly
Edition: International
Paper Count: 33093
On Bianchi Type Cosmological Models in Lyra’s Geometry
Authors: R. K. Dubey
Abstract:
Bianchi type cosmological models have been studied on the basis of Lyra’s geometry. Exact solution has been obtained by considering a time dependent displacement field for constant deceleration parameter and varying cosmological term of the universe. The physical behavior of the different models has been examined for different cases.Keywords: Bianchi type-I cosmological model, variable gravitational coupling (G) and Cosmological Constant term (β).
Digital Object Identifier (DOI): doi.org/10.5281/zenodo.1339153
Procedia APA BibTeX Chicago EndNote Harvard JSON MLA RIS XML ISO 690 PDF Downloads 1249References:
[1] H.Weyl, Sber.Precess. Akad.Wiss. 465(1918).
[2] G.Lyra, Math.z.54, 52(1951)
[3] D.K.Sen, Z.phys. 149,311(1957).
[4] D.K.Sen, and K.A. Dunn; J.Math. Phys 12,578 (1971).
[5] W.D Halford, (1970) Scalar-Tensor theory of gravitation in Lyra’s Geometry
[6] A. Beesham, Austr. J. Phys. 41, 833 (1988).
[7] T.Singh and G.P. Singh; Int.J.Theo.Phys. 31, 1433(1992).
[8] F.Rahman, S.Chakraborty, S.Das, M.Hossain, and J Bera Pramana 60,453 (2003).
[9] A. Pradhan and H.R.Pandey (2003) arxiv:gr-qc/0307038.
[10] B.B.Bhowmik and A.Rajput, Pramana J.Phys. 62,6(2004)1187.
[11] D.R.K. Reddy, Astrophys. Space Sc. 300,381(2005).
[12] S.M.Fabre, and A. H. Guth, in Cosmic questions (The New York Academy of Sciences, New York, USA, (2001) p.39, and p-66.
[13] R.K. Dubey, Bijendra Kumar Singh, A. Mitra , Int. J. App.Engg.& Tech., Vol.1, No.1,p.p. 7-14(2011).
[14] G.P. Singh and K.Desikam, Pramana-Journal of Physics; 49,205 (1997).