Abstract
The dynamical and spectral features of the chiral geometry in atomic nu clei are described by means of a triaxial rigid rotor Hamiltonian cranked by quasiparticle alignments. The problem is treated alternatively in the space of angular momentum states and using a Schr¨odinger equation for a continuous variable associated with an angular momentum projection. The later is con structed using a semiclassical approach. Numerical applications performed for various deformation and alignment conditions with both methods are compared in terms of energy levels and wave functions.
Publisher
Academia Oamenilor de Stiinta din Romania
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