Dynamics of spin-0 (particles-antiparticles) in Bonnor-Melvin cosmological space-time using the Generalized Feshbach-Villars transformation
Abdelmalek Bouzenada, Abdelmalek Boumali, Faizuddin Ahmed
Abstract
In this paper, we employ the Generalized Feshbach-Villars transformation (GFVT) to investigate the relativistic quantum dynamics of spin-0 scalar particles within the backdrop of a magnetic universe characterized by the Bonnor-Melvin cosmological space-time, which exhibits a geometrical topology resulting in an angular deficit. We derive the radial equation of the Klein-Gordon equation using this FV representation and obtain analytical solutions utilizing special functions. Our analysis demonstrates that various parameters associated with the space-time geometry exert significant influence on the eigenvalue solutions within this novel representation.
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PhysicsTransformation (genetics)Dynamics (music)SpacetimeClassical mechanicsSpace (punctuation)Mathematical physicsSpin (aerodynamics)Quantum mechanicsPhilosophyThermodynamicsChemistryAcousticsGeneBiochemistryLinguisticsCosmology and Gravitation TheoriesAdvanced Mathematical Theories and ApplicationsQuantum Mechanics and Applications