Conserved charges of Schwarzschild-NUT-AdS space–time using the method of regularization through relocalization

Abstract

A tetrad field, which gives Schwarzschild-NUT-AdS metric, is provided. We calculate the total conserved charges of this tetrad. This is done by using ''regularization through relocalization'' for the first time. This method gives the correct value of the total charge of Schwarzschild-NUT-AdS space-time, which depends on the gravitational mass of the system. We show that the NUT parameter has no physical meaning on the conserved quantities of the Schwarzschild-NUTAdS space-time.