Differential charge radii: Proton-neutron interaction effects
ORAL
Abstract
The analysis of self-consistency and proton-neutron interaction effects in the buildup of differential charge
radii were carried out in covariant density functional theoretical calculations without pairing interaction on the
example of selected configurations in the Pb isotopes [1]. The proton-neutron interaction of neutron(s) added to the
neutron N = 126 core and the protons forming the Z = 82 proton core is responsible for a major contribution to
the buildup of differential charge radii. It depends on the products of proton and neutron wave functions and thus
on their nodal structure. This interaction leads to a redistribution of single-particle density of occupied proton
states which in turn modifies the charge radii. The microscopic origin of this redistribution and its consequences
for differential charge radii were investigated for the first time. Self-consistency effects affecting the shape of
proton potential, total proton densities and the energies of the single-particle proton states provide only minor
contribution to differential charge radii. This work is a continuation of our efforts to understand the charge radii in
the framework of covariant density functional theory [2].
radii were carried out in covariant density functional theoretical calculations without pairing interaction on the
example of selected configurations in the Pb isotopes [1]. The proton-neutron interaction of neutron(s) added to the
neutron N = 126 core and the protons forming the Z = 82 proton core is responsible for a major contribution to
the buildup of differential charge radii. It depends on the products of proton and neutron wave functions and thus
on their nodal structure. This interaction leads to a redistribution of single-particle density of occupied proton
states which in turn modifies the charge radii. The microscopic origin of this redistribution and its consequences
for differential charge radii were investigated for the first time. Self-consistency effects affecting the shape of
proton potential, total proton densities and the energies of the single-particle proton states provide only minor
contribution to differential charge radii. This work is a continuation of our efforts to understand the charge radii in
the framework of covariant density functional theory [2].
*This material is based upon work supported by the U.S. Department of Energy, Office of Science,Office of Nuclear Physics under Award No. DE-SC0013037.
–
Publication: [1] U. Perera and A. V. Afanasjev, Phys. Rev. C 107, 064321 (2023)
[2] U. Perera, A. V. Afanasjev and P. Ring, Phys. Rev. C 104, 064313 (2021)
Presenters
-
Udeshika C Perera
- Mississippi State University