Bound-state properties of four-body muonic quasiatoms
Total energies and various bound-state properties are determined for the ground states in all six four-body muonic a{sup +}b{sup +}{mu}{sup -}e{sup -} quasiatoms. These quasiatoms contain two nuclei of the hydrogen isotopes p{sup +},d{sup +},t{sup +}, one negatively charged muon {mu}{sup -}, and one electron e{sup -}. In general, each of the four-body muonic a{sup +}b{sup +}{mu}{sup -}e{sup -} quasiatoms, where (a,b)=(p,d,t), can be considered as the regular one-electron (hydrogen) atom with the complex nucleus a{sup +}b{sup +}{mu}{sup -} that has a finite number of bound states. Furthermore, all properties of such quasinuclei a{sup +}b{sup +}{mu}{sup -} are determined from highly accurate computations performed for the three-body muonic ions a{sup +}b{sup +}{mu}{sup -} with the use of pure Coulomb interaction potentials between particles. It is shown that the bound-state spectra of such quasiatoms are similar to the spectrum of the regular hydrogen atom, but there are a few important differences. Such differences can be used in future experiments to improve the overall accuracy of current evaluations of various properties of hydrogenlike systems, including the lowest-order relativistic and quantum electrodynamics corrections to the total energies.