Note on the Critical Behavior of Ising Ferromagnets
スポンサーリンク
概要
- 論文の詳細を見る
Behavior of Ising ferromagnets near the transition point in the presence of magnetic field is studied by means of the Lee-Yang theorem on the distribution of zeros of partition function. Relations for the critical indices so far obtained by several authors are rederived by the present method, and some discussions are given of the dependence of thermodynamic quantities at the transition point on magnetic field.
- 理論物理学刊行会の論文
- 1967-07-25
著者
-
Abe Ryuzo
Department Of Emergency And Critical Care Medicine Chiba University Graduate School Of Medicine
-
Abe Ryuzo
Department Of Pure And Applied Sciences College Of General Education University Of Tokyo
関連論文
- Importance of Effective Countermeasure against Hypercytokinemia for Successful Application of Surviving Sepsis Campaign (SSC) Guidelines
- Zeros of Partition Function and High Temperature Expansion for the Two-Dimensional Ising Models : Condensed Matter and Statistical Physics
- Critical Compressibility Factor of Two-Dimensional Lattice Gas : Kagome and Diced Lattices : Condensed Matter and Statistical Physics
- Dynamics of the Ising Model near the Transition Point. II
- Note on the Cluster Expansion Theory of Classical Fluids : Watermelon Approximation
- Equation for Pair Correlation Function of n-Vector Model : Condensed Matter and Statistical Physics
- Equation for Pair Correlation Function of n-Vector Model with n=0
- Quantum Effect, Critical Dynamics and One-Particle Excitation in 1/n Expansion. II
- d'-Dimensional Defect in d-Dimensional Lattice : Nonuniversal Critical Exponents for Long-Range Interactions in the Limit n→∞ : Condensed Matter and Statistical Physics
- Some Remarks on Perturbation Theory and Phase Transition with an Application to Anisotropic Ising Model
- Two-Dimensional Defect in Three-Dimensional Lattice : Local Critical Exponents η',β' and ν' in the Limit n→∞
- Higher-Order Calculations for Weakly Random System in 1/n Expansion
- Diagrammatic Expansion in Condensed Matter Physics
- 1/n Expansion for Weakly Random System with Impurity Correlation
- Critical Compressibility Factor of Two-Dimensional Lattice Gas : General and Mathematical Physics
- d'-Dimensional Defect in d-Dimensional Lattice.I : Nonuniversal Local Critical Exponent in the Limit n→∞
- Renormalized Field Theory of Quenched System under Gaussian Random Fields Conjugate to Anisotropic Spin Fields
- d'-Dimensional Defect in d-Dimensional Lattice.II : Local Exponents β',γ' and ν' in the Limit n→∞
- Quantum Effect, Critical Dynamics and One-Particle Excitation in 1/n Expansion. I
- Ground State Energy of Bose Particle System
- Some Remarks on High Temperature Expansion for a Certain n=0 System
- Dynamics of the Ising Model near the Transition Point
- Scaling Function for Equation of State in 1/n and ε Expansions
- Higher Order Calculations for d-Dimensional Lattice with d'-Dimensional Defect
- Some Remarks on Critical Phenomena of Fluid Metals
- High Temperature Expansion for the Ising Model on the Dual Penrose Lattice
- Two-Dimensional Defect in Three-Dimensional Lattice : Local Critical Exponent η' Up to λ^3 in the Limit n→∞
- 1/n Expansion for Weakly Random System
- Scaling Function for Critical Scattering in 1/n Expansion : Numerical Results for Three-Dimension
- Critical Exponent η up to 1/n^2 for the Three-Dimensional System with Short-Range Interaction
- Crossover Exponent of the Spin Anisotropic n-Vector Model with Short-Range Interaction in 1/n Expansion
- Principle of Corresponding State for Fluid Metals
- An Improvement of the Feynman Action in the Theory of Polaron. II
- Note on ε Expansion for Critical Amplitude Ratio R_x
- An Improvement of the Feynman Action in the Theory of Polaron. I
- Note on Scaling Function for Critical Scattering in 1/n Expansion
- Quantum-Mechanical Many-Body Problem with Hard-Sphere Interaction
- A Few Layered n-Vector Model in the Limit n→∞
- Consistency for a Critical Amplitude Ratio R_χ in l/n and ε Expansions
- Breakdown of Some Scaling Law Relations in 1/n Expansion
- Study of Specific Heat below T_c in 1/n Expansion
- Critical Behavior of Annealed Random Spin System at n=-2
- Critical Exponent of the Ising Model in the High Density Limit. II
- Critical Exponent of the Ising Model in the High Density Limit
- Quantum Mechanics of Strongly Interacting Particles with an Application to Lennard-Jones Potential
- Singularity of Specific Heat in the Second Order Phase Transition
- Note on the Critical Behavior of Ising Ferromagnets
- Equation of State in l/n Expansion : n-Vector Model in the Presence of Magnetic Field
- d'-Dimensional Defect in d-Dimensional Lattice. III : Perpendicular Correlations in the Limit n→∞
- Modification of 1/n Expansion in Critical Phenomena
- Critical Exponent Induced by Impurity Effect
- Some Remarks on the n=0 Problem in Critical Phenomena
- Expansion of a Critical Exponent in Inverse Powers of Spin Dimensionality