An Adaptive Version of the Eyre-Milton Solution Scheme for FFT-Based Homogenization of Composites

A new solution scheme for homogenization of composites is studied in this paper. This scheme introduced in Sab et al. [10] is obtained by adapting Eyre-Milton’s one [1]. It can efficiently handle the case of infinitely double-contrasted composites containing both pores and infinitely rigid inclusions. While a very simple micro structure was previously considered by the authors, a much more realistic micro structure is studied here, and more insights on the role of the reference medium introduced by the Lippmann-Schwinger equation are given.