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It is formulated in terms of property contribution tensors that give the contribution of an inhomogeneity to the overall properties.
The morphological studies via SEM showed good wetting of both fillers without any signs of aggregation and hindrance to each other's property contribution.
The paper focuses on the comparison of two approaches used for calculation of the effective elastic properties of particulate composites: the dipole moments representation and the technique based on property contribution tensors.
The property contribution tensors are used to derive the effective elastic moduli of composite materials formed by transversely isotropic phases in two approximations: non-interaction approximation and effective field method.
Considering the effect of interactions on the property contribution tensors on the example of pores we find that this effect is generally moderate, at most (even when pores touch one another) – in contrast with the effect on local fields.
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Their mechanical property contributions can be critical for creating new PO applications.
Yet, there are situations when the property contributions of some of the molecular groups of interest are unavailable in literature.
The applicability of the algebraic method has been increased by including the property contributions from second and third order groups.
To address this limitation, an algorithm has been developed to include the property contributions predicted by combined group contribution and connectivity indices methods into the cluster space.
Properly dispersed and coupled with the resin, their mechanical property contributions can be significant or even critical for new engineering-type polyolefin applications.
Yet, there are situations when the property contributions of some of the molecular groups of interest are not available in literature.
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