AbstractAbstract
[en] Ground-state properties of the heaviest nuclei are analyzed in the three-dimensional deformation space {βλ}, λ=2, 4, 6. Effects of using even larger spaces are explored. Deformation, mass, alpha-decay energy and half-life of even-even nulcei with proton number Z=90-114 and neutron number N=136-168 are studied. The ground-state energy of the nuclei is treated in the macroscopic-microscopic approach. It is found that the use of a larger deformation space (in particular, a proper inclusion of the deformation β6 in this space) significantly improves the description of experimental results and, also significantly, changes the predictions for nuclei not yet observed. (orig.)
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Journal Article
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Numerical Data
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Descriptors (DEI)
ACTINIDE NUCLEI, ALPHA DECAY, BINDING ENERGY, CALIFORNIUM ISOTOPES, CURIUM ISOTOPES, ELEMENT 104 ISOTOPES, ELEMENT 106 260, ELEMENT 108 264, FERMIUM ISOTOPES, GROUND STATES, HALF-LIFE, HEAVY NUCLEI, MANY-DIMENSIONAL CALCULATIONS, MASS DEFECT, MATHEMATICAL SPACE, MICROSEC LIVING RADIOISOTOPES, MILLISEC LIVING RADIOISOTOPES, NOBELIUM ISOTOPES, NUCLEAR DEFORMATION, NUCLEAR PROPERTIES, NUCLEAR STRUCTURE, PLUTONIUM ISOTOPES, Q-VALUE, SPONTANEOUS FISSION RADIOISOTO, THEORETICAL DATA, THREE-DIMENSIONAL CALCULATIONS, URANIUM ISOTOPES
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