Radiative corrections of the order α\,(Z\,α)6 for rotational states of two-body systems
Abstract
The analytical calculation of the complete α\,(Z\,α)6 one-loop radiative correction to energies of two-body systems with the angular momenta l>0, consisting of a pointlike particle and an extended-size nucleus with arbitrary masses and spin 1/2, is presented. The obtained results apply to a wide variety of two-body systems, such as hydrogen, muonium, positronium, and antiprotonic atoms.
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