Abstract
Composites whose some components are smaller in linear size by an order of magnitude than other components are considered. Such components are usually referred to as nanocomponents. Finding all material functions experimentally for components with nanostructure is extremely complicated and sometimes not possible at all. In this paper, an approach to the calculation of material functions from known effective characteristics of the whole composite and of the components with nanostructure is suggested. By way of example, a multilayered composite with isotropic elastic properties is considered.
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