Journal of Siberian Federal University. Mathematics & Physics / A Classical Limit for the Dirac Equation in the Context of Magueijo-Smolin Model of the Doubly Special Relativity Using the Ehrenfest’s Theorem

Full text (.pdf)
Issue
Journal of Siberian Federal University. Mathematics & Physics. 2024 17 (4)
Authors
Haouam, Ilyas
Contact information
Haouam, Ilyas: Laboratoire de Physique Mathematique et de Physique Subatomique (LPMPS) Universit´e Fr´eres Mentouri Constantine 25000, Algeria; ; OCRID: 0000-0001-6127-0408
Keywords
Dirac equation; doubly special relativity; Magueijo-Smolin model; Ehrenfest’s theorem; classical limit
Abstract

In this article, in the context of the Magueijo–Smolin model and employing Ehrenfest’s theorem, we investigate the classical limit of the Dirac equation within doubly special relativity. This leads to obtaining deformed classical equations. Here, we assess the effectiveness of Ehrenfest’s theorem in deriving the classical limit in the presence of Magueijo–Smolin model. Besides, we explore the deformed classical equations under the discrete, CPT and Lorentz symmetries

Pages
435–447
EDN
AZCKLC
Paper at repository of SibFU
https://elib.sfu-kras.ru/handle/2311/152996