Challenges
Datasets
Workspaces
Papers
Discussions
Leaderboard
Log inSign up
Challenges
Datasets
Workspaces
Papers
Discussions
Leaderboard
Blog
Job Board
Q3AS

© 2026 Aqora Quantum S.A.S.

TermsPrivacyLegal Notice

Journal of the Optical Society of America B

Tests of quantum electrodynamics close to interference of vacuum fluctuations (A)

F. De Martini, Gianfranco Innocenti

Published Jan 1, 1986• 0 citations
OpenAlex

Related papers

Vacuum Fluctuations in Single Photon Interference

Román Castañeda, Camilo Hurtado

•Jan 1, 2023•1 citation

Experimental Quantum Electrodynamics

R. Weinstein

•Jan 1, 1967•0 citations

Decoherence and Vacuum Fluctuationsa

L. H. FORD

The interference pattern of coherent electrons is effected by coupling to the quantized electromagnetic field. The amplitudes of the interference maxima are changed by a factor which depends upon a double line integral of the photon two-point function around the closed path of the electrons. The interference pattern is sensitive to shifts in the vacuum fluctuations in regions from which the electrons are excluded. Thus this effect combines aspects of both the Casimir and the Aharonov-Bohm effects. The coupling to the quantized electromagnetic field tends to decrease the amplitude of the interference oscillations, and hence is a form of decoherence. The contributions due to photon emission and to vacuum fluctuations may be separately identified. It is to be expected that photon emission leads to decoherence, as it can reveal which path an electron takes. It is less obvious that vacuum fluctuations also can cause decoherence. What is directly observable is a shift in the fluctuations due, for example, to the presence of a conducting plate. In the case of electrons moving parallel to conducting boundaries, the dominant decohering influence is that of the vacuum fluctuations. The shift in the interference amplitudes can be of the order of a few percent, so experimental verification of this effect may be possible. The possibility of using this effect to probe the interior of matter, e.g., to determine the electrical conductivity of a rod by means of electrons encircling it is discussed. (Presented at the Conference on Fundamental Problems in Quantum Theory, University of Maryland, Baltimore County, June 18-22, 1994.)

arXiv:hep-th/9408172•Annals of the New York Academy of Sciences•Apr 1, 1995•4 citations

QUANTUM ELECTRODYNAMICS AND MEASUREMENT

Donald Bowen

Contributed to•Jan 1, 1986•0 citations

Stochastic description of vacuum fluctuations

K. Wódkiewicz

It is shown that vacuum fluctuations can be incorporated in the atomic equations of motion as an external multiplicative stochastic process. From the quantum-electrodynamics (QED) vacuum-vacuum transition amplitude it is shown that under the standard Wigner-Weisskopf approximation, this external noise is a Gaussian white noise with an operator-valued diffusion. This property reflects the fundamental difference between QED and a purely stochastic theory in which atomic fluctuations are neglected. It is shown that spontaneous emission results from a stochastic average over this external noise. The role of vacuum and atomic fluctuations in such a process is exhibited.

Physical Review A•Sep 1, 1988•5 citations

Electron diffraction by vacuum fluctuations

Valerio Di Giulio, F. Javier Garcı́a de Abajo

Abstract Vacuum fluctuations are known to produce electron diffraction leading to decoherence and self-interference. These effects have so far been studied as either an extension of the Aharonov–Bohm effect in front of a planar perfect conductor or through path integral analysis. Here, we present a simpler, general, and rigorous derivation based on a direct solution of the quantum electrodynamic aloof interaction between the electron and a material structure in the temporal gauge. Our approach allows us to study dissipative media, for which we show examples of electron wave function shaping due to the interaction with real-metal surfaces. We further present a proof of the relation between the phase associated with vacuum fluctuations and the Aharonov–Bohm effect produced by the image self-interaction that is valid for arbitrary geometries. Besides their fundamental interest, our results could be useful for on-demand patterning of electron beams with potential application in nondestructive nanoscale imaging and spectroscopy.

New Journal of Physics•Oct 1, 2020•19 citations
The interference pattern of coherent electrons is effected by coupling to the quantized electromagnetic field. The amplitudes of the interference maxima are changed by a factor which depends upon a double line integral of the photon two-point function around the closed path of the electrons. The interference pattern is sensitive to shifts in the vacuum fluctuations in regions from which the electrons are excluded. Thus this effect combines aspects of both the Casimir and the Aharonov-Bohm effects. The coupling to the quantized electromagnetic field tends to decrease the amplitude of the interference oscillations, and hence is a form of decoherence. The contributions due to photon emission and to vacuum fluctuations may be separately identified. It is to be expected that photon emission leads to decoherence, as it can reveal which path an electron takes. It is less obvious that vacuum fluctuations also can cause decoherence. What is directly observable is a shift in the fluctuations due, for example, to the presence of a conducting plate. In the case of electrons moving parallel to conducting boundaries, the dominant decohering influence is that of the vacuum fluctuations. The shift in the interference amplitudes can be of the order of a few percent, so experimental verification of this effect may be possible. The possibility of using this effect to probe the interior of matter, e.g., to determine the electrical conductivity of a rod by means of electrons encircling it is discussed. (Presented at the Conference on Fundamental Problems in Quantum Theory, University of Maryland, Baltimore County, June 18-22, 1994.)
It is shown that vacuum fluctuations can be incorporated in the atomic equations of motion as an external multiplicative stochastic process. From the quantum-electrodynamics (QED) vacuum-vacuum transition amplitude it is shown that under the standard Wigner-Weisskopf approximation, this external noise is a Gaussian white noise with an operator-valued diffusion. This property reflects the fundamental difference between QED and a purely stochastic theory in which atomic fluctuations are neglected. It is shown that spontaneous emission results from a stochastic average over this external noise. The role of vacuum and atomic fluctuations in such a process is exhibited.
Abstract Vacuum fluctuations are known to produce electron diffraction leading to decoherence and self-interference. These effects have so far been studied as either an extension of the Aharonov–Bohm effect in front of a planar perfect conductor or through path integral analysis. Here, we present a simpler, general, and rigorous derivation based on a direct solution of the quantum electrodynamic aloof interaction between the electron and a material structure in the temporal gauge. Our approach allows us to study dissipative media, for which we show examples of electron wave function shaping due to the interaction with real-metal surfaces. We further present a proof of the relation between the phase associated with vacuum fluctuations and the Aharonov–Bohm effect produced by the image self-interaction that is valid for arbitrary geometries. Besides their fundamental interest, our results could be useful for on-demand patterning of electron beams with potential application in nondestructive nanoscale imaging and spectroscopy.