QED theory of the nuclear magnetic shielding in hydrogen-like ions
arXiv:1106.4899 · doi:10.1103/PhysRevLett.107.043004
Abstract
The shielding of the nuclear magnetic moment by the bound electron in hydrogen-like ions is calculated ab initio with inclusion of relativistic, nuclear, and quantum electrodynamics (QED) effects. The QED correction is evaluated to all orders in the nuclear binding strength parameter and, independently, to the first order in the expansion in this parameter. The results obtained lay the basis for the high-precision determination of nuclear magnetic dipole moments from measurements of the g-factor of hydrogen-like ions.
4 pages, 2 tables, 2 figures
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- Nuclear charge radius of He
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- One-loop electron self-energy with accelerated partial-wave expansion in Coulomb gauge
- Nuclear magnetic shielding in heliumlike ions
- QED theory of the nuclear magnetic shielding in H and He
- Diamagnetic susceptibility of neon and argon including leading relativistic effects
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- QED effects in quadratic Zeeman splitting in highly charged hydrogen-like ions
- factor of the excited states in lithium-like ions