Charged Anisotropic Compact Object with Karmarkar Condition

Abstract

In this thesis, a new generalized solution by using the Karmarkar condition for charged anisotropic matter distribution is presented. Under the embedding Class-I space-times, we nd out the possibility of constructing an electromagnetic model where physical parameters have a purely electromagnetic origin. This speci c solution of charged anisotropic relativistic compact objects is used to model the internal composition so that it satis es compulsory physical conditions. The metric potentials, density and pressure have no singularities and satisfy the required conditions inside the anisotropic compact object. The anisotropic factor is zero at the center and increases afterwards.