The present paper focuses on the effect of microcracks on the overall properties of viscoelastic materials. For this goal we extend Maxwell homogenization scheme to the case of viscoelasticity and derive explicit formulas for components of the anisotropic creep operator in dependence on scatter parameter characterizing orientation distribution of cracks. Microcracks can have any orientation distribution with randomly oriented and strictly parallel being the limiting cases. Viscoelastic behavior is described using fraction-exponential operators. The results are illustrated on example of microckracked polymethylmethacrylate (PMMA).
Effective properties of linear viscoelastic microcracked materials: Application of Maxwell homogenization scheme / Sevostianov, I.; Levin, V.; Radi, Enrico. - In: MECHANICS OF MATERIALS. - ISSN 0167-6636. - ELETTRONICO. - 84:(2015), pp. 28-43. [10.1016/j.mechmat.2015.01.004]
Effective properties of linear viscoelastic microcracked materials: Application of Maxwell homogenization scheme
RADI, Enrico
2015
Abstract
The present paper focuses on the effect of microcracks on the overall properties of viscoelastic materials. For this goal we extend Maxwell homogenization scheme to the case of viscoelasticity and derive explicit formulas for components of the anisotropic creep operator in dependence on scatter parameter characterizing orientation distribution of cracks. Microcracks can have any orientation distribution with randomly oriented and strictly parallel being the limiting cases. Viscoelastic behavior is described using fraction-exponential operators. The results are illustrated on example of microckracked polymethylmethacrylate (PMMA).
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IJES 2016 submitted.pdf
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