Underestimated Schwinger threshold in dimension-reduced approach

We perform a large scale of quantum field theoretical simulations in 1+1 spacetime, to examine the Schwinger threshold in a spatially finite-extended electric field. We get a smaller field threshold compared to that introduced by the Schwinger’s formula as well as the worldline instantons. We also c...

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Main Authors: Caiqing Luo, Yunliang Ren, Ibrahim Sitiwaldi
Format: Article
Language:English
Published: Elsevier 2023-09-01
Series:Results in Physics
Subjects:
Online Access:http://www.sciencedirect.com/science/article/pii/S2211379723006745
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author Caiqing Luo
Yunliang Ren
Ibrahim Sitiwaldi
author_facet Caiqing Luo
Yunliang Ren
Ibrahim Sitiwaldi
author_sort Caiqing Luo
collection DOAJ
description We perform a large scale of quantum field theoretical simulations in 1+1 spacetime, to examine the Schwinger threshold in a spatially finite-extended electric field. We get a smaller field threshold compared to that introduced by the Schwinger’s formula as well as the worldline instantons. We also check the location-based production rate to show that the boundary effect on the field threshold is limited. At last, we explain the reduced Schwinger threshold in terms of the absence of the transverse momentum in 1-dimensional space, which could make the particle more massive to experience a higher threshold in 3-dimensional space. Our results indicate that the field threshold for the Schwinger effect could be underestimated in 1-dimensional approach which is commonly used in previous studies.
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spelling doaj.art-6c83eb0378554474806bedb0857ea58c2023-09-17T04:56:36ZengElsevierResults in Physics2211-37972023-09-0152106881Underestimated Schwinger threshold in dimension-reduced approachCaiqing Luo0Yunliang Ren1Ibrahim Sitiwaldi2School of Physics Science and Technology, Xinjiang University, Urumqi, Xinjiang, 830046, ChinaSchool of Physics Science and Technology, Xinjiang University, Urumqi, Xinjiang, 830046, ChinaCorresponding author.; School of Physics Science and Technology, Xinjiang University, Urumqi, Xinjiang, 830046, ChinaWe perform a large scale of quantum field theoretical simulations in 1+1 spacetime, to examine the Schwinger threshold in a spatially finite-extended electric field. We get a smaller field threshold compared to that introduced by the Schwinger’s formula as well as the worldline instantons. We also check the location-based production rate to show that the boundary effect on the field threshold is limited. At last, we explain the reduced Schwinger threshold in terms of the absence of the transverse momentum in 1-dimensional space, which could make the particle more massive to experience a higher threshold in 3-dimensional space. Our results indicate that the field threshold for the Schwinger effect could be underestimated in 1-dimensional approach which is commonly used in previous studies.http://www.sciencedirect.com/science/article/pii/S2211379723006745Schwinger thresholdQuantum field theoretical simulationsInhomogeneous electric fieldTransverse momentum
spellingShingle Caiqing Luo
Yunliang Ren
Ibrahim Sitiwaldi
Underestimated Schwinger threshold in dimension-reduced approach
Results in Physics
Schwinger threshold
Quantum field theoretical simulations
Inhomogeneous electric field
Transverse momentum
title Underestimated Schwinger threshold in dimension-reduced approach
title_full Underestimated Schwinger threshold in dimension-reduced approach
title_fullStr Underestimated Schwinger threshold in dimension-reduced approach
title_full_unstemmed Underestimated Schwinger threshold in dimension-reduced approach
title_short Underestimated Schwinger threshold in dimension-reduced approach
title_sort underestimated schwinger threshold in dimension reduced approach
topic Schwinger threshold
Quantum field theoretical simulations
Inhomogeneous electric field
Transverse momentum
url http://www.sciencedirect.com/science/article/pii/S2211379723006745
work_keys_str_mv AT caiqingluo underestimatedschwingerthresholdindimensionreducedapproach
AT yunliangren underestimatedschwingerthresholdindimensionreducedapproach
AT ibrahimsitiwaldi underestimatedschwingerthresholdindimensionreducedapproach