Geodesic Motion In Kerr-de Sitter Space-Time

This book includes the derivation of time like geodesic motion in Kerr-de Sitter space-time. Also, the analysis of the equation of geodesic motion in Kerr-de Sitter space-time has been presented. It is found that the rotational velocity in the flat portion increases with mass and curvature of that rotation curve is dependent on cosmological constant. Here, the values of the mass, cosmological constant and angular momentum per unit mass (Kerr parameter) of different galaxies are estimated assuming the circular motions of the galaxies and their rotational curves. For this, method of non-linear least square curve fitting technique is used.

Autorentext

Purna Chandra Poudel; Kathmandu, Nepal. M.Sc.(phy) from Central Department of Physics,Kathmandu. Physics Lecturer in Sanothimi Campus, Bhaktapur. Participating in different research works in physics. Many scientific articles are published in various journals and some are in the process of publication.