On the photon mass generation in Rarita–Schwinger QED

Abstract This work examines the dynamical mass generation for the photon in Rarita–Schwinger QED. We focus our attention on the cases of $$\omega =2,3$$ ω = 2 , 3 dimensional spacetime. In these frameworks, it is well known that in the usual QED, the photon field (dynamically) acquires a gauge invar...

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Main Authors: M. Ghasemkhani, G. Soleimani, A. Soto, R. Bufalo
Format: Article
Language:English
Published: SpringerOpen 2024-12-01
Series:European Physical Journal C: Particles and Fields
Online Access:https://doi.org/10.1140/epjc/s10052-024-13640-6
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author M. Ghasemkhani
G. Soleimani
A. Soto
R. Bufalo
author_facet M. Ghasemkhani
G. Soleimani
A. Soto
R. Bufalo
author_sort M. Ghasemkhani
collection DOAJ
description Abstract This work examines the dynamical mass generation for the photon in Rarita–Schwinger QED. We focus our attention on the cases of $$\omega =2,3$$ ω = 2 , 3 dimensional spacetime. In these frameworks, it is well known that in the usual QED, the photon field (dynamically) acquires a gauge invariant mass (the Schwinger and Chern–Simons mass, respectively). We wish to scrutinize this phenomenon in terms of the Rarita–Schwinger fields. The presence of higher-derivative terms is shown as the leading contributions to the 1PI function $$\langle AA \rangle $$ ⟨ A A ⟩ at one-loop order. We study the pole structure of the photon’s complete propagator to unveil the main effects of the Rarita–Schwinger fields on the photon’s mass. In addition, we present some remarks about the renormalizability of this model (in different dimensions) due to the presence of higher-derivative corrections at one-loop.
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spelling doaj-art-a6521d089c354af1bfeb2da3fb8040402025-02-02T12:38:46ZengSpringerOpenEuropean Physical Journal C: Particles and Fields1434-60522024-12-0184121910.1140/epjc/s10052-024-13640-6On the photon mass generation in Rarita–Schwinger QEDM. Ghasemkhani0G. Soleimani1A. Soto2R. Bufalo3Department of Physics, Shahid Beheshti UniversityDepartment of Physics, Shahid Beheshti UniversitySchool of Mathematics, Statistics and Physics, Newcastle UniversityDepartamento de Física, Universidade Federal de LavrasAbstract This work examines the dynamical mass generation for the photon in Rarita–Schwinger QED. We focus our attention on the cases of $$\omega =2,3$$ ω = 2 , 3 dimensional spacetime. In these frameworks, it is well known that in the usual QED, the photon field (dynamically) acquires a gauge invariant mass (the Schwinger and Chern–Simons mass, respectively). We wish to scrutinize this phenomenon in terms of the Rarita–Schwinger fields. The presence of higher-derivative terms is shown as the leading contributions to the 1PI function $$\langle AA \rangle $$ ⟨ A A ⟩ at one-loop order. We study the pole structure of the photon’s complete propagator to unveil the main effects of the Rarita–Schwinger fields on the photon’s mass. In addition, we present some remarks about the renormalizability of this model (in different dimensions) due to the presence of higher-derivative corrections at one-loop.https://doi.org/10.1140/epjc/s10052-024-13640-6
spellingShingle M. Ghasemkhani
G. Soleimani
A. Soto
R. Bufalo
On the photon mass generation in Rarita–Schwinger QED
European Physical Journal C: Particles and Fields
title On the photon mass generation in Rarita–Schwinger QED
title_full On the photon mass generation in Rarita–Schwinger QED
title_fullStr On the photon mass generation in Rarita–Schwinger QED
title_full_unstemmed On the photon mass generation in Rarita–Schwinger QED
title_short On the photon mass generation in Rarita–Schwinger QED
title_sort on the photon mass generation in rarita schwinger qed
url https://doi.org/10.1140/epjc/s10052-024-13640-6
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