A simplified Theory of Melting for Lennard-Jones and Ionic Crystals Based on the Self-Consistent Einstein Model
スポンサーリンク
概要
- 論文の詳細を見る
A simplified theory of melting, which is based on the self-consistent Einstein model, is proposed to apply for the cases of Lennard-Jones and ionic crystals. The pressure dependence and the quantum-effect for the melting of Lennard-Jones crystals are studied by this theory. It is shown that the Lindemann's hypothesis holds for the Lennard-Jones crystals. The theory is also applied to consider the sublattice melting for a simple model of the ionic crystal with zincblende structure where the cations move in a rigid anion-frame. The relevant Debye-Waller factor is obtained on this model and is compared with experiments.
- 理論物理学刊行会の論文
- 1983-04-25
著者
-
Naya Shigeo
Faculty Of Science Kwansei Gakuin University
-
Ishii Tetsuo
Faculty Of Science Kwansei Gakuin University
-
Tanaka S
Kobe Univ. Kobe Jpn
-
TANAKA Satoshi
Faculty of Science and Technology, Kinki University
-
Tanaka Satoshi
Faculty Of Science And Technology Kinki University
-
NAYA Shigeo
Department of Physics,Faculty of Science Kwansei Gakuin University
-
ISHII Tetsuo
Faculty of Science, Kwansei Gakuin University
-
TANAKA Satoshi
Physical Laboratory, Faculty of Science and Technology Kinki University
-
TANAKA Satoshi
Physics Laboratory, Faculty of Science and Technology, Kinki University
-
Tanaka Satoshi
Faculty of Fisheries, Hokkaido University
-
TANAKA Shun-Ichi
Faculty of Human Development, Division of Sciences for Natural Environment Kobe University
関連論文
- On the X-Ray Diffuse Scattering by Molecular Crystals
- Renormalization of φ^4 Theory in SQM with a Kernel : Particles and Fields
- Necessity of a New Counter Term for Fermionic Theory with Yukawa Coupling in Stochastic Quantization : Particles and Fields
- Electron-Electron Correlation, Resonant Photoemission and X-Ray Emission Spectra
- Langevin Simulation of a Bottomless Hermitian Matrix Model for Two Dimensional Quantum Gravity : Particles and Fields
- Stabilization of φ^3-Model Based on Stochastic Quantization Method with Kerneled Langevin Equation : Particles and Fields
- New Procedure of Numerical Simulation of Long-Range Correlations and Energy Gaps by Stochastic Quantization : Fixed Potential Model and O(3) Nonlinear σ-Model : Particles and Fields
- Numerical Simulation of Nonlinear σ-Model by Means of Stochastic Quantization Method : Particles and Fields
- Order Parameter Expansion of Free Energy and Spin-Glasses. I : Random Bond Model
- Possible Origin of Flavour Mixings in the Horizontal Gauge Theory : Particles and Fields
- Horizontal Gauge Interactions as the Origin of Lepton-Quark Masses and Flavour Mixings : Particles and Fields
- Realistic Model Building of Horizontal Gauge Interactions and Quark-Lepton Mass Matrices : Particles and Fields
- Unitarity Problem in Nonlocal Field Theories : Some Remarks on String Field Theory : Particles and Fields
- Minkowski Stochastic Quantization of the Vector Field Based on a Langevin Equation with a Kernel Factor : Particles and Fields
- A New Approach to Relativistic Composite Model of Hadrons. II
- A simplified Theory of Melting for Lennard-Jones and Ionic Crystals Based on the Self-Consistent Einstein Model
- Orientational Phase Transition in a Two-Dimensional Molecular Crystal with Random Pairwise Interactions
- Analogue of Inverse Scattering Therory for the Discrete Hill's Equation and Exact Solutions for the Periodic Toda Lattice
- Incorporation of Water-Borne Strontium into Otoliths and its Turnover in the Goldfish Carassius auratus:Effects of Strontium Concentrations, Temperature, and 17β-Estradiol
- Spontaneous Pauli-Villars Regularization in Induced Kaluza-Klein Theory with S^N Extra Space : Progress Letters
- Harmonic Expansions of Fields and Fermion Mass Problem in Generalized Kaluza-Klein Theory
- Spontaneous Dimensional Reduction in Generalized Kaluza's High-Dimensional Theory
- On the Lepton-Quark Masses
- On the Heavy Leptons as Hadron Constituents
- Gauge Symmetries in Generalized kaluza-Klein Theories
- Derivation of a Generalized Stochastic Path-Integral Formulation Based on Ito Calculus : Particles and Fields
- Orientational Phase Transition and Dynamic Susceptibility of Hindered-Rotating Dipolar System : A Librator-Rotator Model
- A New Approach to Relativistic Composite Model of Hadrons. I
- A Statistical-Mechanical Theory of Structural Phase Transition in Helical Polymer Crystals
- Couplings between Spin and String as a Collective Mode of Hadronic Matter
- Comments on the Melting and the Size Dependence of Melting Temperature in Metallic Fine Particles
- The Spin-Dependent Gluon Distribution in a Proton
- Phase Transition of Spherical Phonon System
- Order-Parameter Expansion of Free Energy and Its Application to Some Models with First and Second Order Phase Transitions
- Note on the Penetration of Surface Vibration and the Melting Based on the Self-Consistent Einstein Model
- Spontaneous Pauli-Villars Regularization in Induced Kaluza-Klein Theories
- On the Heavy Leptons as Hadron Constituents
- Freeze-In Transition of Anharmonic Oscillator System with Quenched Random Interactions
- Orientational Phase Transitions of Dumbbell-Shaped Molecules Arranged on Decorated Square and Kagome Lattices
- Urbaryon Field with Continuous Mass
- A Theory of X-Ray Scattering by Disordered Polymer Crystals
- Generalized Langevin Equation and Anomaly
- Phase Transitions in Assembly of Many Identical Systems with Tunneling Motions