ELECTROMAGNETOSTATIC CHARGES AND FIELDS IN A ROTATING CONDUCTING SPHERE

Charges and fields in a rotating non-magnetic conducting sphere under stationary conditions are investigated by using Minkowskiʹs electrodynamics of moving media and the Lorentz force equation, taking into account the electric permittivity of the sphere. Starting from the assumption that the magnetic field inside the sphere is constant, exact solutions of the corresponding field equations are obtained in a first-order theory. However, it is found that there is a range of values of the sphereʹs net charge for which the physical interpretation of the results is difficult within a continuum model. Outside that range, our solution to the classic electromagnetostatic problem appears plausible.