Ionization Potential of the Helium Atom
arXiv:physics/0105108 · doi:10.1103/PhysRevLett.87.193003
Abstract
Ground state ionization potential of the He^4 atom is evaluated to be 5 945 204 221 (42) MHz. Along with lower order contributions, this result includes all effects of the relative orders alpha^4, alpha^3*m_e/m_alpha and alpha^5*ln^2(alpha).
4 pages
Cited by in corpus (19)
- QED calculation of the n=1 and n=2 energy levels in He-like ions
- Complete two-loop correction to the bound-electron g factor
- Theoretical energies of low-lying states of light helium-like ions
- Ry corrections to singlet states of helium
- Ground state wave function and energy of the lithium atom
- Higher-order effective Hamiltonian for light atomic systems
- Improved theory of helium fine structure
- Helium energy levels including corrections
- XUV frequency comb metrology on the ground state of helium
- Emergence of simple patterns in many-body systems: from macroscopic objects to the atomic nucleus
- The Bethe-Salpeter QED wave equation for bound-state computations of atoms and molecules
- QED calculation of ionization energies of states in helium
- Bound-state relativistic quantum electrodynamics: a perspective for precision physics with atoms and molecules
- QED corrections to the correlated relativistic energy: one-photon processes
- Correlation energies for many-electron atoms with explicitly correlated Slater functions
- Corrections to the Nonrelativistic Ground Energy of a Helium Atom
- One-particle operator representation over two-particle basis sets for relativistic QED computations
- A numerical study of the extended Kohn-Sham ground states of atoms
- Accurate S-state helium wave functions in momentum space