Authors: Faba Garcia, Javier; Sabin, Carlos

Contribution: Article


Publication date: 2019/01/14

DOI: 10.1103/PhysRevD.99.025008

Abstract: We find solutions of the Dirac equation in curved spacetime. In particular, we consider 1 + 1 dimensional sections of several exotic metrics: the Alcubierre metric, which describes a scenario that allows faster-than-light velocity; the Godel metric, which describes a universe containing closed timelike curves; and the Kerr metric, which corresponds to the metric of a rotating pointlike source, for instance a rotating black hole. Moreover, we also show that the techniques that we use in these cases can be extended to nonstatic metrics.