Prediction of the permittivity of random composites by morphological modeling

Morphological models of textures are available to simulate the geometry of two phase composites and to predict their macroscopic physical behaviour: for random mosaics built on a random tessellation, Boolean models, Dead Leaves models, or combinations of these models, third order correlation functions, can be calculated theoretically; this is used to predict their macroscopic complex dielectric permitivity, using the derivations of D.J. Bergman and G. Milton, and to look for optimal textures with respect to the material behaviour.