Microscopic Description of Anharmonic Gamma-Vibrations by Means of the Selfconsistent-Collective-Coordinate Method. III

Abstract
Properties of the anharmonic gamma-vibrations and their (N, Z)-dependence are investigated in a wide region of the rare-earth deformed nuclei. The effective Hamiltonian which contains, in addition to the monopole-pairing plus (doubly-stretched) quadrupole-quadrupole interactions, the quadrupole-pairing interaction and the effective three-body force is used in the microscopic calculation. Dynamical anharmonicity effects arising from the mode-mode couplings are analysed in detail in relation to these effective interactions. The couplings between the gamma-vibrations and the pairing rotations are also taken into account in order to recover the nucleon-number consevation. The numerical calculation indicates that the properties of the anharmonic gamma-vibrations significantly change from one nucleus to another reflecting the subshell structure near the Fermi surface. A characteristic (N, Z)-dependence of the double gamma-vibrational states is predicted for some Dy and Er isotopes.

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