Non-Linear Susceptibility of Spin-Glasses on Frustrated Triangular Cactus Tree
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概要
- 論文の詳細を見る
In order to explore the frustration effects on a non-linear susceptibility z. ofspin-glasses, ferro-antiferromagnetic mixtures, diluted antiferromagnets andMattis model are comperatively investigated in line with a random orderedphase. The jump of z. in the vicinity of the transition temperature is common inthese models, and the magnitude of the jump is proved to depend strongly onthe concentration of antiferromagnetic bond, but weakly on that of frustration.
- 社団法人日本物理学会の論文
- 1984-01-15
著者
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ONO Ikuo
Department of Physics, Tokyo Institute of Technology
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Ono Ikuo
Department Of Physics Tokyo Institute Of Technology
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YASUMURA Kaoru
Department of Physics,Tokyo Institute of Technology
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Yasumura Kaoru
Department Of Physics Faculty Of Science Tokyo Institute Of Technology
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Yasumura Kaoru
Department Of Physics Tokyo Institute Of Technology
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Ono Ikuo
Department Of Physics Tokyo Institute Of Tchnology
関連論文
- Phase Transitions of Antiferromagnetic Potts Models
- Random Ordered Phase for the Classical Heisenberg Spins on a Triangular Cactus Tree
- Theory of a Disordered Heisenberg Model by the Coherent Potential Approximation
- Non-Linear Susceptibility of Spin-Glasses on Frustrated Triangular Cactus Tree
- Bethe Approximation for a Random Mixture of a Quenched Ising Ferro and Antiferromagnet
- Phase Transitions in Quenched Random Mixtures on a Cactus Tree
- High Temperature Series Expansion of the d-Dimensional q-State Antiferromagnetic Potts Model
- Transition Temperature for the Square Cactus Tree with Random Bonds
- Determination of the Transition Temperature for a Randomly Dilute Ising Ferromagnet by Computer Simulations
- Statistical Theory of Bond-Random Ising Model on a Triangular Cactus Tree. II. Ferro-Antiferro Mixtures
- Analytical Methods and Computer Calculations of XY Model with Impurity Spin
- Interface Approach to Phase Transitions and Ordering by Monte Carlo Simulations and Its Applications to Three-Dimensional Antiferromagnetic Potts Models
- Impurity Spin Orientation in a Heisenberg Ferromagnet
- Phase Transition of a Ising Model on a New Looped Tree-Like Lattice
- Localized Magnons in Ferromagnet with Impurity Spin. III
- Temperature-Dependent Percolation in the Ordered Phase : Square Lattice-Gas Model
- Computer Simulations on the Phase Transition in a Random Bond-Mixture of the Ising Ferro and Antiferromagnet on the S.C.Lattice
- Cooling by Adiabatic Magnetization Process on Ising Antiferromagnet
- Two-Magnon Bound States in a Linear Heisenberg Chain with Nearest and Next Nearest Neighbor Interactions
- Localized Magnons in Ferromagnet with Impurity Spin. I
- Occurrence of Kosterlitz-Thouless-Like Phase Transition in Antiferromagnetic Potts Models
- Monte Carlo Simulations in the Fully Frustrated Simple Cubic Ising Lattice
- Temperature-Dependent Percolation in the Square Lattice
- Ground State and Phase Transition in the Quenched Randam Mixture of Ferro-Antiferromagnets
- An Ordered Phase in a Bond-Diluted Antiferromagnetic Triangular Cactus Tree
- Free-Energy and Entropy in Spin-Glasses on Cactus Tress
- Statistical Theory of Bond-Random Ising Model on a Triangular Cactus Tree
- Pade Approximation to Ferromagnet with Anisotropic Exchange Interaction
- Competition between the Bond Alternation and the Anisotropy in a Spin-1/2 XY Chain
- Theory of the Ising Ferromagnet Using the Green Function Method
- Magnetization Process in Spinel Lattice
- Two-Bond Approach in CPA for a Bond-Disordered Ferromagnet
- Theory of Critical Magnetic Scattering of Neutrons by Ferromagnet and Antiferromagnet