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Autori principali: Jose, Shalin, Shaji, Anil
Natura: Preprint
Pubblicazione: 2023
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Accesso online:https://arxiv.org/abs/2306.16041
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author Jose, Shalin
Shaji, Anil
author_facet Jose, Shalin
Shaji, Anil
contents We study the open quantum dynamics of a two-level particle detector that starts accelerating through Minkowski vacuum weakly coupled to a massless scalar field. We consider a detector with non-zero size and study its time evolution for the case where it is initially in inertial motion and subsequently a constant acceleration is switched on for a finite time. We study the dynamical maps that describe the evolution of such a system and show that the dynamics is not completely positive (NCP). The inertial motion prior to the acceleration can entangle the detector and field leading to the NCP dynamics. We examine the nature of the open dynamics during the accelerated phase as a function of the duration of prior inertial motion and the magnitude of the acceleration.
format Preprint
id arxiv_https___arxiv_org_abs_2306_16041
institution arXiv
publishDate 2023
record_format arxiv
spellingShingle Dynamical Maps for Accelerating Detectors
Jose, Shalin
Shaji, Anil
Quantum Physics
We study the open quantum dynamics of a two-level particle detector that starts accelerating through Minkowski vacuum weakly coupled to a massless scalar field. We consider a detector with non-zero size and study its time evolution for the case where it is initially in inertial motion and subsequently a constant acceleration is switched on for a finite time. We study the dynamical maps that describe the evolution of such a system and show that the dynamics is not completely positive (NCP). The inertial motion prior to the acceleration can entangle the detector and field leading to the NCP dynamics. We examine the nature of the open dynamics during the accelerated phase as a function of the duration of prior inertial motion and the magnitude of the acceleration.
title Dynamical Maps for Accelerating Detectors
topic Quantum Physics
url https://arxiv.org/abs/2306.16041