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Quantum phase transitions in the consistent-Q Hamiltonian of the interacting boson model

Feng Pan1,3, Tao Wang1,2, Y-S Huo1 and J P Draayer3

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Quantum phase transitional patterns in the whole parameter space of the consistent-Q Hamiltonian in the interacting boson model are studied based on an implemented Fortran code for the numerical computation of the matrix elements in the SU(3) Draayer–Akiyama basis. Results with respect to both ground and some excited states of the model Hamiltonian are discussed. Quantum phase transitional behavior in a variety of parameter situations is shown. It is found that transitional behavior of excited states is more complicated. Pt isotopes are taken as examples in illustrating the prolate–oblate shape phase transition.


PACS

21.65.-f Nuclear matter

27.80.+w 190(less-than-or-equal-to)A(less-than-or-equal-to)219

21.60.-n Nuclear structure models and methods

21.10.Ky Electromagnetic moments

Subjects

Nuclear physics

Dates

Issue 12 (December 2008)

Received 15 June 2008

Published 3 October 2008



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