Entanglement harvesting in cosmic string spacetime
arXiv:2401.13406 · doi:10.1007/JHEP06(2024)161
Abstract
We investigate the entanglement harvesting phenomenon for static detectors that locally interact with massless scalar fields in the cosmic string spacetime, which, though locally flat, features a conical structure defined by a deficit angle. Specifically, we analyze three detector alignments relative to the string: parallel and orthogonal alignments with detectors on the same side of the string, and an orthogonal alignment with detectors on opposite sides of the string. For the alignments on the same side of the string, we observe that the cosmic string's presence can either aid or hinder entanglement harvesting, affecting both the extent of entanglement harvested and the achievable range of interdetector separation. This effect depends on the distance between the detectors and the string and differs markedly from scenarios in a locally flat spacetime with a reflecting boundary, where the boundary invariably extends the harvesting-achievable range. Conversely, for the alignment with detectors on opposite sides of the string, we find that detectors consistently harvest more entanglement than those in a flat spacetime devoid of a cosmic string. This starkly contrasts the behavior observed with detectors on the same side. Interestingly, the presence of a cosmic string expands the harvesting-achievable range for detectors in orthogonal alignment only when near the string, whereas it invariably reduces the achievable range for detectors in parallel alignment.
32 pages, 12 figures
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- Does relativistic motion really freeze initially maximal entanglement?
- Entropic uncertainty and coherence in Einstein-Gauss-Bonnet gravity
- Harvesting entanglement from the Lorentz-violating quantum field vacuum in a dipolar Bose-Einstein condensate
- Bosonic and fermionic mutual information of N-partite systems in dilaton black hole background
- Vacuum energy, temperature corrections and heat kernel coefficients in -dimensional spacetimes with nontrivial topology
- Non-monotonic evolution of multipartite entanglement under the Unruh effect