The neutron electric form factor and quasi-elastic electron-deuteron scattering

Quasi-elastic electron-deuteron scattering and the electric form factor of the neutron

Electromagnetic sum rules for light nuclei

Electromagnetic sum rules describe gross features of the electromagnetic structure of nuclei 1). A well known example is the Thomas-Reiche-Kuhn (TRK) sum rule, which relates the integrated total El-absorption cross section to the ground state expectation value of the double commutator of the dipole operator D with the nuclear Hamiltonian. While the k inet ic energy gives a model independent contr ibut ion, i . e . , the classical sum rule ~cl = 60 NZ/A MeV mb, the nuclear twobody potential gives an additional contr ibution in the presence of exchange and/or momentum dependent (or nonlocal) forces. In this case, I

3He electron scattering sum rules

Electron scattering sum rules for3He are derived with a realistic ground-state wave function. The theoretical results are compared with the experimentally measured integrated cross sections.