Now showing items 1-5 of 5
The Theory of Neutron Wave Propagation
(1968)
The objectives of this thesis include the development of an exact theory of neutron wave propagation in non-multiplying media as well as the application of this theory to analyze current experimental work.
An initial ...
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 ...
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 ...
Phase-space finite element methods applied to the first-order form of the transport equation
(Elsevier, 1981)
The application of the finite element method to the first-order form of the neutron transport equation is reviewed. The general theoretical foundation of the finite element application is summarized, including a derivation ...