Abstract
The complete QED correction to the helium atom polarizability is computed assuming an infinite nuclear mass and found to be equal to 0.000 030 666(3) a.u., with the contribution from the electric-field dependence of the Bethe logarithm amounting to 0.000 000 193(2) a.u. After including the and corrections for the nuclear recoil and the leading part of the QED correction, we find that the molar polarizability of is . The first of the two error bounds is dominated by the uncertainty of and higher-order QED corrections and the second reflects the uncertainty of the Avogadro constant.
- Received 12 December 2003
DOI:https://doi.org/10.1103/PhysRevLett.92.233001
©2004 American Physical Society