On Irreversible Process of a Many-Particle and Radiation System
スポンサーリンク
概要
- 論文の詳細を見る
The functional random-walk model, which approximates the Liouville equation in the form of a Markovian stochastic process, is extended to a special-relativistic, multi-component many-particle system with the induced electromagnetic field. A new entropy is defined on the basis of this model. The steady maximum-entropy state is found out, which is comparable with the Boltzmann and Gibbs equilibrium states.
- 理論物理学刊行会の論文
- 1974-11-25
著者
-
Hosokawa Iwao
Department of Mechanical and Control Engineering University of Electro-Communications
-
Hosokawa Iwao
Department of Chemistry, Fukuoka University of Education
関連論文
- Intermittency of Dissipation in a Directly Simulated Fully-Developed turbulence
- Fine Structure of a Directly Simulated Isotropic Turbulence
- Local Entropy Balance through the Shock Wave
- The Effect on Cars' Waiting Time of Inserting an Extra Short Lane for Right-Turning Cars at an Intersection
- Nonexistence of Any Exact Bimodal Solution for the Shock Wave Structure at M=∞
- A Decaying Isotropic Turbulence Pursued by the Spectral Method
- A Possible Mechanism by Which the Vorticity Magnitude in Turbulence Distributes Nearly Exponentially
- Addendum to Statistical Hydromechanics with the Gaussian,Non-White Random Force Action : To Involvs the Non-Gaussian Case
- Statistical Hydromechanics with the Gaussian Non-White Random Force Action
- A Monte Carlo Approach to the Hopf Characteristic Functional for 3D Homogeneous Turbulence
- Equilibrium Energy Spectrums of Inviscid Two-Dimensional Trubulence
- On Irreversible Process of a Many-Particle and Radiation System
- How to Find H_1(x_α)for a Preset c_1(k_α)in the Monte Carlo Approach to the 3D Homogeneous Turbulence?
- The Functional Random-Walk Model of a Many-Particle and Radiation System
- Effects of Fluoroborates on the Visible Absorption Spectra of Lanthanum(III)-Alizarin Complexon Chelate
- Addendum to a Functional Treatise on Statistical Hydromechanics With Random Force Action