On the weakly-bound (1,1)-states in the three-body $dd\mu$ and $dt\mu$ muonic ions

Abstract

The both total and binding energies of the (1,1)-states in the weakly-bound three-body muonic $dd\mu$ and $dt\mu$ ions are determined to high numerical accuracy. The binding energy of the (1,1)-state in the muonic $dt\mu$ ion is evaluated as $\epsilon (dt\mu )$ = -0.66033003831(30) $eV$, while for the same state in the muonic $dd\mu$ ion we have found that $\epsilon (dd\mu )$ = -1.9749806166970(30) $eV$. These energies are the most accurate numerical values obtained for these systems and they are sufficient for all current and future experimental needs.

This is the most recent (updated) version (by 16th of March 2019)

References in corpus (1)

• Bound state properties of four-body muonic quasi-atoms