Critical Point Symmetries and Phase Transitional Behavior in Nuclei

Physics

Scientific paper

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Scientific paper

Recent developments in the description of the structural evolution of nuclei invoke the concepts of phase transitions and phase coexistence. New, analytic, parameter-free symmetries have been developed that describe nuclei at the "critical points" of phase/shape transition regions. The entire N=90 region appears to be an example of the X(5) - spherical vibrator to axial rotor - phase transitional point. Consideration of both prolate and oblate shapes allows an extension and symmetrization of the symmetry triangle for nuclear structure.

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