Isospin Separation of Hidden Non-Abelian Monopole
Le Van Hoang, Nguyen Thanh Son
TL;DR
This paper proposes a method to separate isospin in a five-dimensional non-Abelian monopole system, simplifying the Schrödinger equation to describe a particle in Coulomb and monopole potentials.
Contribution
It introduces an isospin separation scheme for a five-dimensional non-Abelian charge-dyon system, leading to a simplified Schrödinger equation for analysis.
Findings
Derived Schrödinger equation for 'bare' particle in Coulomb and monopole potentials
Established a scheme for isospin separation in non-Abelian monopole systems
Simplified analysis of charge-dyon systems in higher dimensions
Abstract
The scheme of isospin separation is suggested for the equation describing the five-dimensional 'charge-dyon' system in a non-Abelian SU(2) model. As a result, we obtain the Schrodinger equation for 'bare' particle, moving in Coulomb potential plus potential of five-dimensional Dirac monopole.
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Taxonomy
TopicsAtomic and Molecular Physics · Nuclear physics research studies · Cold Atom Physics and Bose-Einstein Condensates