Analogue gravity and the Hawking effect: historical perspective and literature review
arXiv:2212.08838 · doi:10.1140/epjh/s13129-023-00063-2#Abs1
Abstract
Reasoning by analogies permeates theoretical developments in physics and astrophysics, motivated by the unreachable nature of many phenomena at play. For example, analogies have been used to understand black hole physics, leading to the development of a thermodynamic theory for these objects and the discovery of the Hawking effect. The latter, which results from quantum field theory on black hole space-times, changed the way physicists approached this subject: what had started as a mere aid to understanding becomes a possible source of evidence via the research programme of `analogue gravity' that builds on analogue models for field effects. Some of these analogue models may and can be realised in the laboratory, allowing experimental tests of field effects. Here, we present a historical perspective on the connection between the Hawking effect and analogue models. We also present a literature review of current research, bringing history and contemporary physics together. We argue that the history of analogue gravity and the Hawking effect is divided into three distinct phases based on how and why analogue models have been used to investigate fields in the vicinity of black holes. Furthermore, we find that modern research signals a transition to a new phase, where the impetus for the use of analogue models has surpassed the problem they were originally designed to solve.
Version accepted for publication in special issue of EPJH on modern developments in quantum theory
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Cited by in corpus (10)
- Toward the Observation of Entangled Pairs in BEC analogue Expanding Universes
- Relevance of "on" and "off" transitions in quantum pair production experiments
- Quantum aspects of spacetime: A quantum optics view of acceleration radiation and black holes
- Quantum thermal machines in BTZ black hole spacetime
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- Wind-Finslerian structure of black holes
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- Analogue black string in a quantum harmonic oscillator
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- Ersatz gravity and black-hole thermodynamics from Manin gauge theory with noncompact gauge group