345 research outputs found

    Quasicontinuum γ\gamma-decay of 91,92^{91,92}Zr: benchmarking indirect (n,γn,\gamma) cross section measurements for the ss-process

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    Nuclear level densities (NLDs) and γ\gamma-ray strength functions (γ\gammaSFs) have been extracted from particle-γ\gamma coincidences of the 92^{92}Zr(p,pγp,p' \gamma)92^{92}Zr and 92^{92}Zr(p,dγp,d \gamma)91^{91}Zr reactions using the Oslo method. The new 91,92^{91,92}Zr γ\gammaSF data, combined with photonuclear cross sections, cover the whole energy range from Eγ1.5E_{\gamma} \approx 1.5~MeV up to the giant dipole resonance at Eγ17E_{\gamma} \approx 17~MeV. The wide-range γ\gammaSF data display structures at Eγ9.5E_{\gamma} \approx 9.5~MeV, compatible with a superposition of the spin-flip M1M1 resonance and a pygmy E1E1 resonance. Furthermore, the γ\gammaSF shows a minimum at Eγ23E_{\gamma} \approx 2-3~MeV and an increase at lower γ\gamma-ray energies. The experimentally constrained NLDs and γ\gammaSFs are shown to reproduce known (n,γn, \gamma) and Maxwellian-averaged cross sections for 91,92^{91,92}Zr using the {\sf TALYS} reaction code, thus serving as a benchmark for this indirect method of estimating (n,γn, \gamma) cross sections for Zr isotopes.Comment: 10 pages and 9 figure

    Neutron-skin thickness of 208^{208}Pb, and symmetry-energy constraints from the study of the anti-analog giant dipole resonance

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    The 208^{208}Pb(pp,nγpˉn\gamma\bar p) 207^{207}Pb reaction at a beam energy of 30 MeV has been used to excite the anti-analog of the giant dipole resonance (AGDR) and to measure its γ\gamma-decay to the isobaric analog state in coincidence with proton decay of IAS. The energy of the transition has also been calculated with the self-consistent relativistic random-phase approximation (RRPA), and found to be linearly correlated to the predicted value of the neutron-skin thickness (ΔRpn\Delta R_{pn}). By comparing the theoretical results with the measured transition energy, the value of 0.190 ±\pm 0.028 fm has been determined for ΔRpn\Delta R_{pn} of 208^{208}Pb, in agreement with previous experimental results. The AGDR excitation energy has also been used to calculate the symmetry energy at saturation (J=32.7±0.6J=32.7 \pm 0.6 MeV) and the slope of the symmetry energy (L=49.7±4.4L=49.7 \pm 4.4 MeV), resulting in more stringent constraints than most of the previous studies.Comment: 6 pages, 5 figures. arXiv admin note: text overlap with arXiv:1205.232

    Level densities and thermodynamical properties of Pt and Au isotopes

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    The nuclear level densities of 194196^{194-196}Pt and 197,198^{197,198}Au below the neutron separation energy have been measured using transfer and scattering reactions. All the level density distributions follow the constant-temperature description. Each group of isotopes is characterized by the same temperature above the energy threshold corresponding to the breaking of the first Cooper pair. A constant entropy excess ΔS=1.9\Delta S=1.9 and 1.11.1 kBk_B is observed in 195^{195}Pt and 198^{198}Au with respect to 196^{196}Pt and 197^{197}Au, respectively, giving information on the available single-particle level space for the last unpaired valence neutron. The breaking of nucleon Cooper pairs is revealed by sequential peaks in the microcanonical caloric curve

    Completing the nuclear reaction puzzle of the nucleosynthesis of 92Mo

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    One of the greatest questions for modern physics to address is how elements heavier than iron are created in extreme, astrophysical environments. A particularly challenging part of that question is the creation of the so-called p-nuclei, which are believed to be mainly produced in some types of supernovae. The lack of needed nuclear data presents an obstacle in nailing down the precise site and astrophysical conditions. In this work, we present for the first time measurements on the nuclear level density and average strength function of 92^{92}Mo. State-of-the-art p-process calculations systematically underestimate the observed solar abundance of this isotope. Our data provide stringent constraints on the 91^{91}Nb(p,γ)92(p,{\gamma})^{92}Mo reaction rate, which is the last unmeasured reaction in the nucleosynthesis puzzle of 92^{92}Mo. Based on our results, we conclude that the 92^{92}Mo abundance anomaly is not due to the nuclear physics input to astrophysical model calculations.Comment: Submitted to PR

    Statistical properties of 243^{243}Pu, and 242^{242}Pu(n,γ\gamma) cross section calculation

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    The level density and gamma-ray strength function (gammaSF) of 243Pu have been measured in the quasi-continuum using the Oslo method. Excited states in 243Pu were populated using the 242Pu(d,p) reaction. The level density closely follows the constant-temperature level density formula for excitation energies above the pairing gap. The gammaSF displays a double-humped resonance at low energy as also seen in previous investigations of actinide isotopes. The structure is interpreted as the scissors resonance and has a centroid of omega_{SR}=2.42(5)MeV and a total strength of B_{SR}=10.1(15)mu_N^2, which is in excellent agreement with sum-rule estimates. The measured level density and gammaSF were used to calculate the 242Pu(n,gamma) cross section in a neutron energy range for which there were previously no measured data.Comment: 9 pages, 8 figure

    137,138,139^{137,138,139}La(nn, γ\gamma) cross sections constrained with statistical decay properties of 138,139,140^{138,139,140}La nuclei

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    The nuclear level densities and γ\gamma-ray strength functions of 138,139,140^{138,139,140}La were measured using the 139^{139}La(3^{3}He, α\alpha), 139^{139}La(3^{3}He, 3^{3}He^\prime) and 139^{139}La(d, p) reactions. The particle-γ\gamma coincidences were recorded with the silicon particle telescope (SiRi) and NaI(Tl) (CACTUS) arrays. In the context of these experimental results, the low-energy enhancement in the A\sim140 region is discussed. The 137,138,139^{137,138,139}La(n,γ)n, \gamma) cross sections were calculated at ss- and pp-process temperatures using the experimentally measured nuclear level densities and γ\gamma-ray strength functions. Good agreement is found between 139^{139}La(n,γ)n, \gamma) calculated cross sections and previous measurements
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