131 research outputs found

    Population of isomers in decay of the giant dipole resonance

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    The value of an isomeric ratio (IR) in N=81 isotones (137^{137}Ba, 139^{139}Ce, 141^{141}Nd and 143^{143}Sm) is studied by means of the (γ,n)\gamma, n) reaction. This quantity measures a probability to populate the isomeric state in respect to the ground state population. In (γ,n)\gamma, n) reactions, the giant dipole resonance (GDR) is excited and after its decay by a neutron emission, the nucleus has an excitation energy of a few MeV. The forthcoming γ\gamma decay by direct or cascade transitions deexcites the nucleus into an isomeric or ground state. It has been observed experimentally that the IR for 137^{137}Ba and 139 ^{139}Ce equals about 0.13 while in two heavier isotones it is even less than half the size. To explain this effect, the structure of the excited states in the energy region up to 6.5 MeV has been calculated within the Quasiparticle Phonon Model. Many states are found connected to the ground and isomeric states by E1E1, E2E2 and M1M1 transitions. The single-particle component of the wave function is responsible for the large values of the transitions. The calculated value of the isomeric ratio is in very good agreement with the experimental data for all isotones. A slightly different value of maximum energy with which the nuclei rest after neutron decay of the GDR is responsible for the reported effect of the A-dependence of the IR.Comment: 16 pages, 4 Fig

    Quadrupole Moments of Neutron-Deficient 20,21^{20, 21}Na

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    The electric-quadrupole coupling constant of the ground states of the proton drip line nucleus 20^{20}Na(IπI^{\pi} = 2+^{+}, T1/2T_{1/2} = 447.9 ms) and the neutron-deficient nucleus 21^{21}Na(IπI^{\pi} = 3/2+^{+}, T1/2T_{1/2} = 22.49 s) in a hexagonal ZnO single crystal were precisely measured to be eqQ/h=690±12|eqQ/h| = 690 \pm 12 kHz and 939 ±\pm 14 kHz, respectively, using the multi-frequency β\beta-ray detecting nuclear magnetic resonance technique under presence of an electric-quadrupole interaction. A electric-quadrupole coupling constant of 27^{27}Na in the ZnO crystal was also measured to be eqQ/h=48.4±3.8|eqQ/h| = 48.4 \pm 3.8 kHz. The electric-quadrupole moments were extracted as Q(20|Q(^{20}Na)| = 10.3 ±\pm 0.8 ee fm2^2 and Q(21|Q(^{21}Na)| = 14.0 ±\pm 1.1 ee fm2^2, using the electric-coupling constant of 27^{27}Na and the known quadrupole moment of this nucleus as references. The present results are well explained by shell-model calculations in the full sdsd-shell model space.Comment: Accepted for publication in Physics Letters

    Isotope shift calculations for atoms with one valence electron

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    This work presents a method for the ab initio calculation of isotope shift in atoms and ions with one valence electron above closed shells. As a zero approximation we use relativistic Hartree-Fock and then calculate correlation corrections. The main motivation for developing the method comes from the need to analyse whether different isotope abundances in early universe can contribute to the observed anomalies in quasar absorption spectra. The current best explanation for these anomalies is the assumption that the fine structure constant, alpha, was smaller at early epoch. We test the isotope shift method by comparing the calculated and experimental isotope shift for the alkali and alkali-like atoms Na, MgII, K, CaII and BaII. The agreement is found to be good. We then calculate the isotope shift for some astronomically relevant transitions in SiII and SiIV, MgII, ZnII and GeII.Comment: 11 page

    Ionization balance of Ti in the photospheres of the Sun and four late-type stars

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    In this paper we investigate statistical equilibrium of Ti in the atmospheres of late-type stars. The Ti I/Ti II level populations are computed with available experimental atomic data, except for photoionization and collision induced transition rates, for which we have to rely on theoretical approximations. For the Sun, the NLTE line formation with adjusted H I inelastic collision rates and MAFAGS-OS model atmosphere solve the long-standing discrepancy between Ti I and Ti II lines. The NLTE abundances determined from both ionization stages agree within 0.010.01 dex with each other and with the Ti abundance in C I meteorites. The Ti NLTE model does not perform similarly well for the metal-poor stars, overestimating NLTE effects in the atmospheres of dwarfs, but underestimating overionization for giants. Investigating different sources of errors, we find that only [Ti/Fe] ratios based on Ti II and Fe II lines can be safely used in studies of Galactic chemical evolution. To avoid spurious abundance trends with metallicity and dwarf/giant discrepancies, it is strongly recommended to disregard Ti I lines in abundance analyses, as well as in determination of surface gravities.Comment: 16 pages, accepted for publication in MNRA

    Atomic transition frequencies, isotope shifts, and sensitivity to variation of the fine structure constant for studies of quasar absorption spectra

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    Theories unifying gravity with other interactions suggest spatial and temporal variation of fundamental "constants" in the Universe. A change in the fine structure constant, alpha, could be detected via shifts in the frequencies of atomic transitions in quasar absorption systems. Recent studies using 140 absorption systems from the Keck telescope and 153 from the Very Large Telescope, suggest that alpha varies spatially. That is, in one direction on the sky alpha seems to have been smaller at the time of absorption, while in the opposite direction it seems to have been larger. To continue this study we need accurate laboratory measurements of atomic transition frequencies. The aim of this paper is to provide a compilation of transitions of importance to the search for alpha variation. They are E1 transitions to the ground state in several different atoms and ions, with wavelengths ranging from around 900 - 6000 A, and require an accuracy of better than 10^{-4} A. We discuss isotope shift measurements that are needed in order to resolve systematic effects in the study. The coefficients of sensitivity to alpha-variation (q) are also presented.Comment: Includes updated version of the "alpha line" lis
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