Abstract
For the structures which are neither aggregates nor inclusion-reinforced matrices, relevant property estimates are missing. We address composites with several, all or none co-continuous phases. Property estimates from various fibre systems and platelet systems that are likely to well approach the effective properties of such microstructures are examined. We provide arguments in favour of the relevancy of some of the investigated systems to represent phase co-continuity (or co-discontinuity), the reported results being supported by theoretical, topological and experimental considerations. The discussion is held in the linear elasticity framework with open extensions to other properties and behaviours.
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