Nuclear Polarizabilities and Logarithmic Sum Rules

Abstract

The electric polarizability and logarithmic mean-excitation energy are calculated for the deuteron using techniques introduced in atomic physics. These results are then used to improve limits on the atomic-deuterium frequency shift due to nuclear polarization in the unretarded dipole limit, as well as confirming previous results.

7 pages, latex -- To appear in Phys. Rev. C --

Cited by in corpus (24)

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• Theory of Light Hydrogenlike Atoms
• Nucleon-Nucleon Effective Field Theory Without Pions
• Using effective field theory to analyse low-energy Compton scattering data from protons and light nuclei
• Improving the Convergence of NN Effective Field Theory
• Nuclear structure corrections in muonic deuterium
• Nuclear structure contribution to the Lamb shift in muonic deuterium
• The Polarizability of the Deuteron
• Three-photon exchange nuclear structure correction in hydrogenic systems
• Improved estimates of the nuclear structure corrections in $\mu$D
• Nuclear Polarization Corrections to mu-d Atoms in Zero-Range Approximation
• Higher-Order Nuclear-Polarizability Corrections in Atomic Hydrogen
• Higher-Order Nuclear-Size Corrections in Atomic Hydrogen
• Radiative Correction to the Nuclear-Size Effect and Hydrogen-Deuterium Isotopic Shift
• Sum Rules and Spin-Dependent Polarizabilities of the Deuteron in Effective Field Theory
• Neutron Polarizabilities From Compton Scattering on the Deuteron?
• Nucleon Polarizability Contribution to the Hydrogen Lamb Shift and Hydrogen -- Deuterium Isotope Shift
• Dispersive evaluation of the Lamb shift in muonic deuterium from chiral effective field theory
• Electric Dipole Polarizabilities of Hydrogen and Helium Isotopes
• Deuteron Dipole Polarizabilities and Sum Rules
• Sub Coulomb barrier d+${}^{208}$Pb scattering in the time-dependent basis function approach
• Deuteron electric quadrupole and octupole polarizabilities
• Direct ab initio calculation of the ${}^4$He nuclear electric dipole polarizability
• Continuum coupled cluster expansion