A Constant Rotating Kerr-Newman Black Hole with No Electrical Net Charge

Abstract

A black hole solution for the rotating electric charge is given in the Kerr-Newman metric. Incorporation of the oscillating effects show to drive rotation. The model derived enopens consideration of an electrical charged BH with no net charge, which would neutralize. From the solutions a new complete set of tensor elements to modify the Kerr-Newman metric leading to the interesting feature the squared line element can represent a black hole permanently carrying electrical charge, but the charge not evenly distributing and spreading on the surface. Due to its properties, the black hole approached in this theory shows a serrated surface in a kind sawtooth behaviour boosting the idea for determination of torsion effects and detect rotation. An exact representation of the data together with an entire set of information can found to support further evaluation of similar objects. The stability of the structure is discussed.