Charge Exchange Spin-Dipole Excitations of 90Zr and 208Pb and Neutron Matter Equation of State
arXiv:0706.2730 · doi:10.1103/PhysRevC.76.024301
Abstract
Charge exchange spin-dipole (SD) excitations of Zr and Pb are studied by using a Skyrme Hartree-Fock(HF) + Random Phase approximation (RPA). The calculated spin-dipole strength distributions are compared with experimental data obtained by Zr (p,n) Nb and Zr (n,p) Nb reactions. The model-independent SD sum rule values of various Skyrme interactions are studied in comparison with the experimental values in order to determine the neutron skin thickness of Zr. The pressure of the neutron matter equation of state (EOS) and the nuclear matter symmetry energy are discussed in terms of the neutron skin thickness and peak energies of SD strength distributions.
arXiv comment26pages, 10figures
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- The Giant Dipole Resonance as a quantitative constraint on the symmetry energy
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- Neutron skins of atomic nuclei: per aspera ad astra
- Symmetry energy from the nuclear collective motion: constraints from dipole, quadrupole, monopole and spin-dipole resonances
- Effect of the tensor force on the charge-exchange spin-dipole excitations of 208Pb
- Nuclear matter symmetry energy and the symmetry energy coefficient in the mass formula
- Spin-isospin nuclear response using the existing microscopic Skyrme functionals
- Constraining the density slope of nuclear symmetry energy at subsaturation densities using electric dipole polarizability in Pb
- Symmetry Energy Constraints from Giant Resonances: A Theoretical Overview
- Fragmentation of spin-dipole strength in Zr and Pb
- Constraints on the Neutron Skin and the Symmetry Energy from the Anti-analog Giant Dipole Resonance in 208Pb
- Quenching factor of Gamow-Teller and spin dipole giant resonances
- Finite-temperature linear response theory based on relativistic Hartree Bogoliubov model with point-coupling interaction
- Charge-exchange dipole excitations in deformed nuclei
- Symmetry energy from fragment observables in the canonical thermodynamic model