Magnetic dipole moments in the limit of nonadiabatic rotational nuclear model

The magnetic d+pole moments of the lower states of ''aligned'' rotational bands with j(>=)9/2 for the series of odd nuclei: sup(71,73,75,77)As, 81Br, sup(67,69,71,73)Ge, sup(107,109,111,113,115)Cd, sup(193,195,197,199)Hg are calculated within the framework of the angular momenta coupling scheme (AMCS). The same deformation parameter delta=0.15 was chosen for all the nuclei. The magnetic dipole moments of the isomeric states of the nuclei in question w+th γ(>=)9/2 are described well within the framework of the selected model. On this basis it can be assumed that the properties of these states are essentially determined by the Coriolis forces and that these states are deformed with the deformation parameter of approximately 0.15. ''Aligned'' rotational bands have so far been found only for Hg, sup(107,109)Cd, sup(71,73)Ge, and 69As isotopes