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Scattering from concentration fluctuations in polymer blends: A monte carlo investigation
Authors:A Sariban  K Binder
Institution:(1) Present address: Institut für Physik, Johannes Gutenberg Universität Mainz, Mainz, F.R.G.
Abstract:The collective scattering function Scoll( 
$$\vec q$$
), which describes light (neutron-, x-ray) scattering under wavevector 
$$\vec q$$
, is obtained from Monte Carlo simulations for a symmetrical polymer mixture. The polymers are modelled by self-avoiding walks ofN A=NB=N steps on a simple cubic lattice, where a fractionphgr V of sites is left vacant, and an attractive energyepsi occurs if two neighboring sites are taken by the same kind of monomer. Spinodal curves are estimated from linear extrapolation of S coll –1 (0) vs.epsi/k B T, whereT is the temperature. Also the single chain structure factor is obtained and the de Gennes random phase approximation (RPA) can thus be tested. Unexpectedly, strong deviations are found if one species is very dilute. The estimation of an effective Flory-Hugginschi-parameter from scattering data is also discussed.Contributed paper delivered at the ldquoTagung der Deutschen Physikalischen Gesellschaft, Fachausschuß Polymerphysikrdquo, Hamburg, March 14–16, 1987.
Keywords:Polymermixtures  self-avoidingwalk  MonteCarlosimulation  spinodalcurves  collectivescatteringfunction  effectivechi-parameter" target="_blank">gif" alt="chi" align="MIDDLE" BORDER="0">-parameter
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