Dually-charged mesoatom on the space of constant negative curvature

TL;DR

This paper investigates the energy spectrum of dually-charged mesoatoms in a space with constant negative curvature, revealing finite discrete spectra that vanish beyond a critical magnetic charge.

Contribution

It provides the first analysis of the discrete energy spectrum for dually-charged mesoatoms in negatively curved space, highlighting the impact of magnetic charge on spectral properties.

Findings

Discrete energy spectrum is finite in negative curvature space.

Spectrum vanishes when magnetic charge exceeds a critical value.

Space curvature influences spectral characteristics of mesoatoms.

Abstract

The discrete spectrum solutions corresponding to dually-charged mesoatom on the space of constant negative curvature are obtained. The discrete spectrum of energies is finite and vanishes, when the magnetic charge of the nucleus exceeds the critical value.