Statistical Approach to Diffusion of a Passive Scalar in Homogeneous Turbulence
スポンサーリンク
概要
- 論文の詳細を見る
Fluctuation of a passive scalar in homogeneous turbulence with known statisticsis analysed by means of a statistical method (A. Yoshizawa: J. Phys. Soc. Jpn.45 (1978) 1734) developed in the study of the small-scale structure of the velocityfield. A Galilean transformation based on the velocity of big eddies is applied tothe diffusion equation for a passive scalar in order to remove their convectioneffect. The equation thus found is combined with the direct-interaction formal-ISITI, and the - 5/3 power law for the spectrum of the mean-squared scalar fluctua!tion is derived in good agreement with experimental measurements.
- 社団法人日本物理学会の論文
- 1980-01-15
著者
-
SAKIYAMA Masayuki
Department of Physics,Faculty of Science,University of Tokyo
-
Yoshizawa Akira
Institute For Industrial Science University Of Tokyo
-
Sakiyama Masayuki
Department Of Physics Faculty Of Science University Of Tokyo
関連論文
- A Model of Hydromagnetic Turbulence in Accretion Disks. II
- A Steady Hydrodynamical Turbulence in Differentially Rotating Disks
- A Statistical Investigation upon the Eddy Viscosity in Incompressible Turbulence
- On Flow Reversal in Turbulent Swirling Flow
- Vortex Dynamo and Large-Scale Turbulent Structures in a Rotating System
- A Statistical Investigation of the Modeling of a Mean-Shear-Related Term in the Pressure-Strain Correlation of a Turbulent Shear Flow
- Statistical Analysis of Anisotropic Turbulent Viscosity in a Rotating System
- A Statistical Theory of Thermally-Driven Turbulent Shear Flows,with the Derivation of a Subgrid Model
- Statistical Theory for the Diffusion of a Passive Scalar in Turbulent Shear Flows
- A Governing Equation for the Small-Scale Turbulence
- Statistical Modeling of Turbulent Thermally Buoyant Flows
- A Statistical Construction of the Reynolds-Stress Closure Model in Inhomogeneous Turbulence
- Statistical Evaluation of the Triple Velocity Correlation and the Pressure-Velocity Correlation in Shear Turbulence
- Statistical Approach to Inhomogeneous Turbulence with Unidirectional Mean Flow.II.Mean Velocity Profile in a Channel Flow
- Statistical Approach to Inhomogeneous Turbulent Diffusion: General Formulation and Diffusion of a Passive Scalar in Wall Turbulence
- Perturbational Method in Magnetohydrodynamic Turbulence with Special Reference to Magnetic Dynamo
- An Eulerian Galilean-Invariant Approach to Diffusion of a Passive Scalar in Homogeneous Turbulence
- A Governing Equation for the Small-Scale Turbulence.II.Modified DIA Approach and Kolmogorov's-5/3 Power Low
- Statistical Approach to Inhomogeneous Trubulence with Unidirectional Mean Flow: Evaluation of Reynolds Stress
- Kolmogoroff's Spectrum and a Scaling Law in Stationary Homogeneous Turbulence
- Statistical Approach to Diffusion of a Passive Scalar in Homogeneous Turbulence
- Quest for a mass-weighted-averaging turbulence theory, with an unexpected finding about the countergradient diffusion and blockage of heat and matters
- A Statistically-Derived Subgrid-Scale Kinetic Energy Model for the Large-Eddy Simulation of Turbulent Flows
- Structure of the Dissipation Range in Homogeneous Turbulence
- A Statistical Investigation of Shear Turbulence: the Reynolds-Stress Transport Equation
- A Statistical Investigation of Transport Equation for Energy Dissipation in Shear Turbulence
- Statistical Theory for Boussinesq Turbulence
- Statistical Derivation of Kolmogorov's-5/3 Power Law by Turbulent-Viscosity Approach
- A Statistical Approach to Kolmogoroff's -5/3 Power Law
- An Eulerian Galilean-Invariant Theory for Homogeneous Turbulence, with Application to Inhomogeneous Turbulence with Arbitrary Mean Flows
- Statistical Modeling of Compressible Turbulence:Shock-Wave/Turbulence Interactions and Buoyancy Effects