Self-Consistent Harmonic Oscillator Model and Tilted Rotation

Details Self-Consistent Harmonic Oscillator Model and Tilted Rotation Self-Consistent Harmonic Oscillator Model and Tilted Rotation

Jun 2003

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=2003cgrs.conf..135n&link_type=abstract

CAPTURE GAMMA-RAY SPECTROSCOPY AND RELATED TOPICS. Proceedings of the Eleventh International Symposium. Held 2-6 September 2002

Physics

Scientific paper

It is shown that a self-consistent cranking approach with rotation around a symmetry axis is suitable to study a shape transition from axially-symmetric to triaxially deformed shapes. Such a shape transition is associated with bifurcation points of mean field solutions. The bifurcation points are related to critical rotational frequencies at which collective oscillations vanish in the rotating frame. Using this approach, we found the critical rotational frequency that corresponds to onset of the tilted rotation.

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