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Motion of charged particles in a NUTty Einstein-Maxwell spacetime and causality violation
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We investigate the motion of electrically charged test particles in spacetimes with closed timelike curves, a subset of the black hole or wormhole Reissner-Nordstr\"om-NUT spacetimes without periodic identification of time. We show that, while in the wormhole case there are closed worldlines inside a potential well, the wordlines of initially distant charged observers moving under the action of the Lorentz force can never close or self-intersect. This means that for these observers causality is preserved, which is an instance of our weak chronology protection criterion.
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A note on the calculation of the Komar integral in the Lorentzian Taub-NUT spacetime
In the stringless Taub-NUT spacetime, Misner-string singularities reappear on every spacelike hypersurface used in Komar integrals, restoring the Smarr formula only when included and making charges hypersurface-dependent.
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