Statistical Mechanics of Transport Phenomena in Gases at Moderate Densities

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概要

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• A general method to expand the transport coefficients of dense gases in powers of the number density is developed, on the basis of the statistical mechanics of irreversible processes. The Ursell-Mayer expansion method is applied to the Liouville operator with use of the perturbation method which is reformulated for classical mechanics in this paper. This expansion method enables us to obtain the transport coefficients in the form of power series in the density. The exponential decay of the correlation functions of fluxes is obtained from the theory. The second approximation to the viscosity coefficient is obtained in the form which is useful for the numerical calculation.

• 社団法人日本物理学会の論文
• 1963-01-05

著者

• ONO Syu

  Institute of Physics, College of General Education, University of Tokyo

• Ono Syu

  Institute Of Physics College Of General Education University Of Tokyo

• Ono Syu

  Institute Of Applied Science Faculty Of Engineering Kyushu University

• SHIZUME Toshio

  Musashi Institute of Technology

• Ono S.

  Institute of Physics, College of General Education, University of Tokyo

• Ono S.

  Institute of Applied Science, Faculty of Engineering, Kyushu University

関連論文

• Statistical Thermodynamics of Finite Ising Model. II
• Statistical Thermodynamics of Finite Ising Model. I
• Statistical Mechanics of Transport Phenomena in Gases at Moderate Densities
• The Radial Distribution Function in Liquid Argon
• Integral Equations between Distribution Functions of Molecules
• Statistical Thermodynamics of Solutions of Electrolytes and Non-Electrolytes
• The Second Report on the Hole Theory of Liquid
• The Quantum-Statistical Theory of Transport Phenomena, I : On the Boltzmann-Uehling-Uhlenbeck Equation
• Statistical thermodyamics of multimolecular adsorption.〔1〕

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