Now showing items 1-4 of 4
Calculation of Current Correlations in Classical Fluids via Modeled Kinetic Equations
(American Physical Society, 1970-03)
In an earlier paper, the generalized Langevin approach of Mori and Zwanzig has been applied to generate an exact kinetic equation describing the time correlation of fluctuations in the microscopic phase density for a ...
Theory of Self‐Diffusion in Classical Fluids: The Van Hove Self‐Correlation Function G8(r,t)G8(r,t)
(The American Institute of Physics, 1970-09)
Projection operator techniques have been applied to study the diffusion of a test particle in a classical many‐particle system such as a liquid or a plasma. Particular attention has been directed towards the calculation ...
The Calculation of Current Correlations in Classical Fluids via Modeled Kinetic Equations
(American Physical Society, 1970-09)
The transverse and longitudinal current correlations in a simple classical fluid were originally calculated from a modeled kinetic equation using an approximate solution valid for only small values of wave number k. These ...
Derivation of Kinetic Equations from the Generalized Langevin Equation
(American Physical Society, 1969-12-05)
The projection operator techniques of Zwanzig and Mori are used to obtain a generalized Langevin equation describing the time evolution of the fluctuation of the microscopic phase density _g(x_,p_,t)_g(x_,p_,t)-_g(x_,p_,t)_for ...