Relaxation Properties of the Velocity Distribution of Gas Particles and the Variation of H Function : Atoms and Molecules
スポンサーリンク
概要
- 論文の詳細を見る
Temporal relaxation properties of the velocity distribution of small amount gas A of mass m_A injected into ambient gas B of mass m_B in thermal equilibrium at temperature T_B are investigated with the Boltzmann equation rewritten in a linear form. Even if started from an equilibrium state at T_A, the velocity distribution of A gas can not be in the Maxwellian form in transient stage but finally settles in the Maxwell distribution at T_B. Temporal variations of the fractional changes of the mean energy and the H function show the relaxation behavior quite frankly. The relaxation properties are discussed in various aspects.
- 社団法人日本物理学会の論文
- 2000-11-15
著者
-
IKUTA Nobuaki
Chiba Institute of Technology,Tsudanuma,
-
Ikuta Nobuaki
Chiba Institute Of Technology
-
TAKEDA Akihide
Junior College of Shikoku University
関連論文
- Variation of Electron Transport Properties Near NDC Region and the Effects of Anisotropic Scattering
- Ionization Coefficient in Gases under Nonuniform Electric Fields
- Virtual Drift Velocity of Electrons (Condensed Matter : Structure, Mechanical and Thermal Properties)
- Novel Method for Ion Drift Velocity Measurement Using Frequency Response Analysis
- Separation of Townsend Secondary Electron Emission Coefficients by Frequency Response Analysis
- A New Method for Electron Drift Velocity Measurement Using Frequency Response Analysis
- Spatially Resolved Electron Swarm Behavior in Steady State Townsend Condition : Elementary Particles and Fields
- Relaxation Properties of the Velocity Distribution of Gas Particles and the Variation of H Function : Atoms and Molecules
- Separation of Townsend Secondary Electron Emission Coefficients by Frequency Response Analysis
- A Rigorous Monte-Carlo Simulation Procedure for Ion Transport Properties in Thermal Gases