Is there any Nambu monopolium out there?
D.O.R. Azevedo, M.L. Bispo, O.M. Del Cima, D.H.T. Franco, A.R. Pereira

TL;DR
This paper explores the theoretical possibility of Nambu-type monopole-antimonopole bound states, called monopolium, analyzing conditions for their existence and estimating their ground state energies across a wide mass and length scale.
Contribution
It introduces a Nambu-type non confining attractive potential for monopole-antimonopole interactions and investigates the formation and properties of monopolium states.
Findings
Conditions for bound state existence are verified.
Ground state energies are estimated for a range of masses and interaction lengths.
Discussion includes non-relativistic and relativistic regimes.
Abstract
Magnetic monopoles have been a subject of study for more than a century since the first ideas by A. Vaschy and P. Curie, circa 1890. In 1974, Y. Nambu proposed a model for magnetic monopoles exploring a parallelism between the broken symmetry Higgs and the superconductivity Ginzburg-Landau theories in order to describe the pions quark-antiquark confinement states. There, Nambu describes an energetic string where its end points behave like two magnetic monopoles with opposite magnetic charges -- quark and antiquark. Consequently, not only the interaction among monopole and antimonopole, mediated by a massive vector boson (Yukawa potential), but also the energetic string (linear potential) contributes to the effective interaction potential. We propose here a monopole-antimonopole non confining attractive interaction of the Nambu-type, and then investigate the formation of bound states,…
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