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- W2001242933 abstract "Abstract The motion of nucleons is a non-spherical potential is considered. Without charging the dynamical variables of the nucleons, the Hamiltonian and the magnetic amount operator are put into such a form as to contain collective rotations about axes perpendicular to a body-fixed axis. The transformation yields operators for the sensor reciprocal moment of inertia, for a vector W connecting the collective and the individual sections of the nucleons, and for the gyromagnetic tensor G. These quantities are A set of so-called approximate basis functions describing an independent motion of the nucleons with respect to a rotating system of co-ordinates and being in accordance with the symmetry properties of the problem is established. Matrix elements of the Hamiltonian and of the nuclear moment operators are calculated. The errors from the occurrence of redundant degrees of freedom are eliminated by the animalism. A typical feature is the appearance of the so-called “Zwangsovengue”. The transformation formalism and the approximate basis functions are used to calculate the ground state of Sc45. An orthonormal set of single particle fraction a deformation parameter and a spin-orbit decoupling faster is established. The ground state function is a linear combination of five approximate function corresponding to the lowest energy clearly predominates. A comparisons with the undeformed shell model shows that the calculated energy is too high. The first due essentially to the oscillator potential, which does not bold in this region numbers. The calculated magnetic moment is in good agreement with the experienced value. The results are discussed, and some other consequences of the mentioned. A sketch on rotational states is added and also a discussions of some papers." @default.
- W2001242933 created "2016-06-24" @default.
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- W2001242933 date "1958-09-01" @default.
- W2001242933 modified "2023-09-26" @default.
- W2001242933 title "Über die kreiseleigenschaften des atomkerns" @default.
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- W2001242933 doi "https://doi.org/10.1016/0029-5582(58)90181-0" @default.
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