Wobbling motion in \(^{165,167}\)Lu within a semi-classical framework

The results obtained for \(^{165,167}\)Lu with a semi-classical formalism are presented. Properties like excitation energies for the super-deformed bands TSD1, TSD2, TSD3, in \(^{165}\)Lu, and TSD1 and TSD2 for \(^{167}\)Lu, inter- and intra-band B(E2) and B(M1), the mixing ratios, transition quadrupole moments are compared either with the corresponding experimental data or with those obtained for \(^{163}\)Lu. Also alignments, dynamic moments of inertia, relative energy to a reference energy of a rigid symmetric rotor with an effective moment of inertia and the angle between the angular momenta of the core and odd nucleon were quantitatively studied. One concludes that the semi-classical formalism provides a realistic description of all known wobbling features in \(^{165, 167}\)Lu.