Magic wavelengths for the transition in helium
arXiv:1410.3242 · doi:10.1103/PhysRevA.90.052508
Abstract
We have calculated ac polarizabilities of the and states of both He and He in the range 318 nm to 2.5 m and determined the magic wavelengths at which these polarizabilities are equal for either isotope. The calculations, only based on available ab initio tables of level energies and Einstein A coefficients, do not require advanced theoretical techniques. The polarizability contribution of the continuum is calculated using a simple extrapolation beyond the ionization limit, yet the results agree to better than 1% with such advanced techniques. Several promising magic wavelengths are identified around 320 nm with sufficient accuracy to design an appropriate laser system. The extension of the calculations to He is complicated due to the additional hyperfine structure, but we show that the magic wavelength candidates around 320 nm are predominantly shifted by the isotope shift.
arXiv comment9 pages, 3 figures
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- A simple 2 W continuous-wave laser system for trapping ultracold metastable helium atoms at the 319.8 nm magic wavelength
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- Towards implementation of a magic optical-dipole trap for confining ground-state and Rydberg-state cesium cold atoms
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- An ultracold, optically trapped mixture of {87}Rb and metastable {4}He atoms
- Simple method for producing Bose-Einstein condensates of metastable helium using a single beam optical dipole trap
- Proposal for suppressing ac Stark shift in the He() two-photon transition using magic wavelengths
- A hybrid quantum system formed by trapping atoms in the near-field of a levitated nanosphere
- Nonrelativistic quantum electrodynamic approach to polarizabilities of light atoms