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Dynamic correlations of macroscopic quantities
Physical Review E, 2007The dynamics of fluctuations of a family of macroscopic quantities in one-dimensional systems (which includes the roughness and the total length of an interface, and the end-to-end distance of a filament) are analyzed. At thermodynamic equilibrium, the time-correlation function of these quantities can be expressed in terms of time-correlation functions
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Dynamics of Correlated Superlattices
1993Superlattice structures have attracted a great deal of attention over the past decade (For a review see [1]). The semiconductor type I superlattice of interest in this paper is an array of electron layers trapped in potential wells on semiconductor interfaces.
G. Kalman, K. I. Golden
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Exchange and dynamic correlation
Molecular Physics, 2009In Density Functional Theory (DFT) the exchange-correlation functional is often written as a sum of exchange and correlation parts. We give reasons for thinking that OPTX is a very good exchange functional. We ask the question ‘what is the equivalent quantum chemistry calculation which gives energies close to those obtained from Kohn–Sham calculations ...
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