National Tsing Hua University Institutional Repository:Dipole and Quadrupole Phase Transitions in Spin-l Models
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    National Tsing Hua University Institutional Repository > 歷任校長 > 陳信雄 (1997-1998) > 期刊論文 >  Dipole and Quadrupole Phase Transitions in Spin-l Models


    题名: Dipole and Quadrupole Phase Transitions in Spin-l Models
    作者: H.H. Chen;P.M. Levy
    教師: 陳信雄
    日期: 1973
    出版者: American Physical Society
    關聯: PHYSICAL REVIEW B, American Physical Society, Volume 7, Issue 9, 1973, Pages 4267-4284
    关键词: Dipole
    Spin-l Models
    摘要: A spin-1 Hamiltonian with arbitrary bilinear and biquadratic pair interactions has been studied in the molecular-field approximation by using one- and two-sublattice models. Various types of orderings and transitions are found for the Hamiltonians with different symmetries. For a system described by a one-sublattice Hamiltonian with Ising, isotropic, or cubic symmetry, only one phase transition is found; either from the paramagnetic phase to a ferromagnetic or to a ferroquadrupolar phase. (Parallel alignment of quadrupoles is denoted ferroquadrupolar.) For the one-sublattice Hamiltonian with axial symmetry, we find two separate phase transitions; first from the paramagnetic phase to a ferroquadrupolar phase and then to a ferromagnetic phase. A two-sublattice system described by an Ising or isotropic Hamiltonian can have a transition either from the paramagnetic phase to a ferromagnetic phase, or to a ferriquadrupolar phase. Additional transitions are also found from the ferromagnetic to a ferrimagnetic phase and then back to the ferromagnetic phase. The system can have as many as three successive transitions. For a two-sublattice Hamiltonian with cubic symmetry, besides the transitions found in Ising systems, there are "reorientation" phase transitions; i.e., transitions from a quadrupole ordering along the cube edge to an ordering along the cube diagonal. This system can have more than three successive phase transitions.
    显示于类别:[陳信雄 (1997-1998)] 期刊論文
    [物理系] 期刊論文


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