Calculation of the effective properties of inclusion complexes in areas of arbitrary geometry | Mekhanika | kompozitsionnykh | materialov i konstruktsii
> Volume 12 > №2 / 2006 / Pages: 279-288

Calculation of the effective properties of inclusion complexes in areas of arbitrary geometry

Abstract:

In this paper to calculate the macroscopic properties using the integral operator of averaging proposed earlier. We study ensembles of round inclusions of the same radius, which occupy the area of a different geometry. As used studied geometry semicircular, square, triangular area. It was found that the operator of averaging can be used to determine the effective material properties regardless of how it is loaded in a substantially non-uniform fields of macroscopic stress.

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