Revival time and Aharonov-Bohm-type effect for a point charge in a uniform magnetic field under the spiral dislocation topology effects

We discuss the influence of the spiral dislocation topology on the revival time associated with the interaction of point charge with a uniform magnetic field. We begin by discussing how the spiral dislocation topology can induce a cut-off point, and thus, we analyze the influence of this cut-off point on the interaction of point charge with a uniform magnetic field. We show that the Landau levels are no longer achieved. In search of bound states, we show a particular case where a discrete spectrum of energy can be obtained and an Aharonov-Bohm-type effect exists. Further, we show that the only non-null revival time is related to the radial quantum number.