Theory of the Lamb shift in muonic hydrogen
Krzysztof Pachucki
Abstract
Krzysztof Pachucki
Abstract
Muonic hydrogen (\ensuremath{\mu}H) is a unique tool to study the low-energy properties of the proton form factors. The energy levels of \ensuremath{\mu}H are very sensitive to QED, recoil, and proton finite-size effects. We calculate the corrections to the Lamb shift and also to the fine and hyperfine structures that contribute at the 0.01-meV precision level. This result may allow for the precise determination of the proton charge radius from measurements of the 2P-2S transition energy in \ensuremath{\mu}H. A more accurate value for the proton radius is necessary for further improvements of QED tests based on the hydrogen atom. \textcopyright{} 1996 The American Physical Society.
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Muonic hydrogen (\ensuremath{\mu}H) is a unique tool to study the low-energy properties of the proton form factors. The energy levels of \ensuremath{\mu}H are very sensitive to QED, recoil, and proton finite-size effects. We calculate the corrections to the Lamb shift and also to the fine and hyperfine structures that contribute at the 0.01-meV precision level. This result may allow for the precise determination of the proton charge radius from measurements of the 2P-2S transition energy in \ensuremath{\mu}H. A more accurate value for the proton radius is necessary for further improvements of QED tests based on the hydrogen atom. \textcopyright{} 1996 The American Physical Society.
Key concepts: Lamb shift, Physics, Exotic atom, Charge radius, Proton, Atomic physics, Hydrogen atom, Hyperfine structure