DENSITY EXPANSION OF THE DYNAMIC STRUCTURE FACTOR FROM MOLECULAR-DYNAMICS SIMULATION

Citation
U. Bafile et al., DENSITY EXPANSION OF THE DYNAMIC STRUCTURE FACTOR FROM MOLECULAR-DYNAMICS SIMULATION, Journal of molecular structure, 296(3), 1993, pp. 221-227
Citations number
18
Categorie Soggetti
Chemistry Physical
ISSN journal
00222860
Volume
296
Issue
3
Year of publication
1993
Pages
221 - 227
Database
ISI
SICI code
0022-2860(1993)296:3<221:DEOTDS>2.0.ZU;2-8
Abstract
The dynamic structure facto S(k,omega) of low-density Ar-36 measured i n a recent small-angle inelastic neutron scattering experiment has bee n analysed for the first time in terms of a virial (density) expansion . and the first (i.e. linear) density correction to the free-gas S(k,o mega) has been compared with the prediction of Enskog kinetic theory f or hard spheres. It is demonstrated that the dynamics of density fluct uations is a sensitive probe of the interatomic pair potential. and in order to have a comparison of the experimental results with calculati ons based on a more realistic potential. we have performed molecular d ynamics simulations of a Lennard-Jones system, from which the correspo nding time correlation function F(k,t) has been obtained at various de nsities. The computations are very time-consuming for the following re asons. (i) A large box size is needed to have a range of wavevectors a s small as those required for the effect to be detectable. In fact, de viations from free-gas (i.e. single molecule dynamics tend to vanish a t k almost-equal-to 1.5 nm-1. (ii) The free-ps contribution to F(k,t), which must be subtracted in order to extract the density dependence, accounts for about 90% of the total correlation function, so that a ve ry accurate simulation is required, (iii) The statistical uncertaintie s must be small enough for a reasonably precise extraction of the line ar density dependence and for the determination of the (k,t)-dependent density range beyond which higher-order deviations begin to be visibl e. Some preliminary results are presented here where the linear densit y coefficient is determined and compared with both the experimental re sults and the hard-sphere theory.