Contribution to Statistical Mechanics far from Equilibrium. II : Extension to Non-Steady States and to General Stochastic Models
スポンサーリンク
概要
- 論文の詳細を見る
The new approach to non-equilibrium statistical mechanics initiated in Part I of this series is extended to cover non-steady states as well as more general stochastic models. The logarithm of the solution to the stochastic equation for the probability distribution function of gross variables is obtained as a systematic perturbation series starting from the logarithm of the suitably defined Gaussian part of the local equilibrium distribution function, which is best expressed in terms of the characteristic function of the probability distribution function. Again the effects of heat baths which surround the system enter only on the level of fully renormalized macroscopic equations of motion. A self-consistent scheme was derived which determines the macroscopic law of evolution and the probability distribution function of fluctuations.
- 理論物理学刊行会の論文
- 1974-07-25
著者
関連論文
- Dynamical Behaviors of Antiferromagnetic Spins
- Renormalization-Group Approach to the Critical Behavior of the Random Bond Ising Model
- Finite Lattice Renormalization Group Method for Random Bond Magnets
- Sound Attenuation in Liquid Helium II at Very Low Temperatures
- Renormalization Group Equations in Critical Dynamics. II : Binary Liquid, Superfluid Helium and Magnets
- Phonon-Phonon Interaction in Liquid Helium II
- Contributions to Statistical Mechanics Far from Equilibrium. III : Non-Perturbative Method for Steady States
- Time Correlation Function of the Sine-Gordon System
- Critical Dynamics of Planar Ferromagnet with a Small Basal Plane Anisotropy
- On the Green Function of the Spin System. I
- Quantum Theory of Spin Diffusion
- Theory of Dynamical Behaviors of Ferromagnetic Spins
- A Note on an Approximate Renormalization Group Equation
- Application of Mode-Coupling Theory to Nonlinear Stress Tensor in Fluids
- Contributions to Statistical Mechanics Far from Equilibrium. IV : Improved and Simplified Treatment of Non-Steady States
- Contribution to Statistical Mechanics far from Equilibrium. II : Extension to Non-Steady States and to General Stochastic Models
- A Macroscopic Equation of Motion for the TDGL Model
- The Korteweg-de Vries Equations in Planar Ferro- and Isotropic Antiferromagnets
- Mode Coupling Theory of Dynamic Critical Phenomena for Classical Liquids. I : Dynamic Critical Exponents
- On the Green Function of the Spin System. II