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Analytical solutions for the effective viscoelastic properties of composite materials with different shapes of inclusions
Theoretical and Applied Mechanics
This paper aims to model the effect of different shapes of inclusions on the homogenized viscoelastic properties of composite materials made of a viscoelastic matrix and inclusion particles. The viscoelastic behavior of the matrix phase is modeled by the Generalized Maxwell rheology. The effective properties are firstly derived by combining the homogenization theory of elasticity and the correspondence principle. Then, the effective rheological properties in time space are explicitly deriveddoi:10.2298/tam200806004t fatcat:gintkyjzmff4jas6xnqxjdlrvm