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- W2102384103 abstract "The temperature-dependent correction to the Lamb shift of a single-electron atom exposed to black-body radiation at temperature $T$ is considered. At room temperatures, the correction for $Zg1$ is dominated by a shift, not considered before, of the $2{s}_{frac{1}{2}}$ level, involving $2{p}_{frac{3}{2}}$ as an intermediate state, and is given by $frac{ensuremath{pi}{ensuremath{alpha}}^{3}{Z}^{2}{(mathrm{kT})}^{2}}{8m}$. This competes with another shift $ensuremath{approx}frac{x{(mathrm{kT})}^{4}}{{Z}^{4}{(ensuremath{alpha}m)}^{3}}$ discussed by Walsh, where $x$ is a purely numerical but remarkably large coefficient of order 300." @default.
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- W2102384103 date "1972-01-01" @default.
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- W2102384103 title "Temperature Dependence of the Lamb Shift" @default.
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- W2102384103 doi "https://doi.org/10.1103/physreva.5.468" @default.
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