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Time-reversed particle-vibration loops and nuclear Gamow-Teller response
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abstract
The nuclear response theory for charge-exchange modes in the relativistic particle-vibration coupling approach is extended to include for the first time particle-vibration coupling effects in the ground state of the parent nucleus. In a framework based on the effective meson-nucleon Lagrangian, we investigate the role of such complex ground-state correlations in the description of Gamow-Teller transitions in $^{90}$Zr in both (p,n) and (n,p) channels. The particle-vibration coupling effects are calculated without introducing new parameters. We find that this new correlation mechanism is fully responsible for the appearance of the strength in the (n,p) branch. Comparison of our results to the available experimental data shows a very good agreement up to excitation energies beyond the giant resonance region when taking into account a phenomenological admixture of the isovector spin monopole transitions. The parent-daughter binding-energy differences are also greatly improved by the inclusion of the new correlations.
Forward citations
Cited by 2 Pith papers
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Toward an accurate strongly-coupled many-body theory within the equation of motion framework
Including 2q⊗2phonon configurations in the response kernel fragments dipole strength more strongly and improves the computed spectra of 42,48Ca and 68Ni relative to earlier RQTBA models.
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Nuclear response at zero and finite temperature
A nuclear response theory extended to two-quasiparticle-plus-two-phonon configurations improves computed dipole strength in calcium isotopes and predicts temperature-dependent response in nickel-68.
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