Abstract
The dielectric constant of metallic grains in real cermets is obtained using the formalism developed by Wood and Ashcroft, and the resonance structure derived from this formalism is smoothed out by using a log-normal distribution to average the dielectric constant over grain sizes. The results from the quantum theory for the metallic inclusions in Au/A12O3 cermet are compared with Drude's results against experimental data using mean field theory to obtain the effective medium dielectric constant of the cermet.