On the Rate of Irreversible Production of Entropy
スポンサーリンク
概要
- 論文の詳細を見る
In the case of some gaseous substances (a simple gas, a gaseous mixture of reacting molecules, and free electrons in metals) the equation of entropy transport is derived from the Boltzmann's kinetic theory. The definition of entropy used in this derivation is the one given by the Boltzmann's H-functional. The expression of the rate of irreversible entropy production appearing in the above-mentioned equation is essentially the same as that given by Tolman-Fine and others in their thermodynamical theories.
- 理論物理学刊行会の論文
著者
-
Hashitsume Natsuki
Department Of Physics Faculty Of Science Ochanomizu University
-
Hashitsume Natsuki
Department Of Physics Faculty Of Science Tokyo University
-
HASHITSUME Natsuki
Department of Physics, Faculty of Science, Tokyo University
関連論文
- An Extension of Hesse-Rubartsch Method for the Determination of Two-parameter Distribution
- Numerical Evaluation of Path Integrals
- The Boltzmann-Langevin Equation for Photons. II. Circularly Polarized Photons, Time-Correlation Functions
- The Boltzmann-Langevin Equation for Photons
- Generalized Phase-Space Method in the Langevin-Equation Approach
- A Derivation of Generalized Semi-Classical Langevin Equations Based on the Feynman Path-Integral Approach
- Statistical Mechanical Theory of Non-Equilibrium Systems
- Maxwell-Langevin Equations and the Kubo Formulae
- A Statistical Theory of Linear Dissipative Systems
- On the Rate of Irreversible Production of Entropy
- A Statistical Theory of Linear Dissipative Systems, II
- A Derivation of Generalized Semi-Classical Langevin Equations Based on the Feynman Path-Integral Approach. II. The Langevin Equations in the Canonical Form
- On the Hall Effect in Bismuth at Low Temperature
- Brownian Motion of Spins
- Kinetic Equations for a Plasma and Radiation System. I. : Generalization of the Vlasov-Landau-Bogoliubov Equation
- Kinetic Equation for a Plasma and Radiation System. II. : Generalization of the Bogoliubov-Lenard-Balescu Equation